From 8c0e36ed04a30378884ec48ec74106e24e025bbd Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Jo=C3=A3o=20Capucho?= Date: Thu, 25 Jan 2024 14:08:21 +0000 Subject: [PATCH] MPEI: Add files --- .gitmodules | 3 + 2ano1/MPEI/aula01/analyticProbCoinToss.m | 3 + 2ano1/MPEI/aula01/ex02_ex05.m | 2 + 2ano1/MPEI/aula01/ex02_v1.m | 20 + 2ano1/MPEI/aula01/ex02_v2.m | 10 + 2ano1/MPEI/aula01/ex03.m | 10 + 2ano1/MPEI/aula01/ex03_ex05.m | 2 + 2ano1/MPEI/aula01/ex04.m | 12 + 2ano1/MPEI/aula01/ex04_ex05.m | 7 + 2ano1/MPEI/aula01/ex05.m | 36 + 2ano1/MPEI/aula01/ex07.m | 27 + 2ano1/MPEI/aula01/probCoinToss.m | 5 + 2ano1/MPEI/aula02/ex01.m | 82 + 2ano1/MPEI/aula02/ex02.m | 89 + 2ano1/MPEI/aula02/ex03.m | 68 + 2ano1/MPEI/aula02/ex04.m | 28 + 2ano1/MPEI/aula02/ex05.m | 35 + 2ano1/MPEI/aula02/ex06.m | 28 + 2ano1/MPEI/aula02/ex07.m | 69 + 2ano1/MPEI/aula03/Binomial.m | 3 + 2ano1/MPEI/aula03/NPPoisson.m | 4 + 2ano1/MPEI/aula03/Poisson.m | 4 + 2ano1/MPEI/aula03/ex01.m | 20 + 2ano1/MPEI/aula03/ex02.m | 17 + 2ano1/MPEI/aula03/ex03.m | 76 + 2ano1/MPEI/aula03/ex04.m | 71 + 2ano1/MPEI/aula03/ex05.m | 21 + 2ano1/MPEI/aula03/ex06.m | 7 + 2ano1/MPEI/aula03/ex07.m | 17 + 2ano1/MPEI/aula03/ex08.m | 3 + 2ano1/MPEI/aula03/ex09.m | 22 + 2ano1/MPEI/aula04/ex01.asv | 21 + 2ano1/MPEI/aula04/ex01.m | 22 + 2ano1/MPEI/aula04/ex02.m | 30 + 2ano1/MPEI/aula04/ex03.m | 33 + 2ano1/MPEI/aula05/ex01.m | 32 + 2ano1/MPEI/aula05/ex02.m | 33 + 2ano1/MPEI/aula05/ex03.m | 16 + 2ano1/MPEI/aula05/ex04.m | 38 + 2ano1/MPEI/aula05/ex05.m | 76 + 2ano1/MPEI/aula05/ex06.m | 68 + 2ano1/MPEI/aula05/ex06_suplementar.m | 106 + 2ano1/MPEI/aula06/ex07.m | 51 + .../exame-pratico-2022-2023/BloomFilter.m | 51 + .../CalculateSignaturesWithShingles.m | 16 + .../SignatureForText.m | 28 + 2ano1/MPEI/exame-pratico-2022-2023/crawl.m | 37 + 2ano1/MPEI/exame-pratico-2022-2023/ex01.m | 44 + 2ano1/MPEI/exame-pratico-2022-2023/ex02.m | 36 + 2ano1/MPEI/exame-pratico-2022-2023/ex03.m | 20 + 2ano1/MPEI/exame-pratico-2022-2023/hf1.m | 37 + .../MPEI/exame-pratico-2022-2023/rand_keys.m | 48 + .../exame-pratico-2022-2023/string2hash.m | 48 + .../CalculateMinHash.m | 17 + .../CountingBloomFilter.m | 34 + 2ano1/MPEI/exame-pratico-2023-2024/cars3.xlsx | Bin 0 -> 10454 bytes 2ano1/MPEI/exame-pratico-2023-2024/ex01.m | 35 + 2ano1/MPEI/exame-pratico-2023-2024/ex02.m | 29 + 2ano1/MPEI/exame-pratico-2023-2024/ex03.m | 15 + 2ano1/MPEI/exame-pratico-2023-2024/hf24.m | 50 + 2ano1/MPEI/exame-pratico-2023-2024/input.mat | Bin 0 -> 33591 bytes .../exame-pratico-2023-2024/kHashValues.m | 17 + 2ano1/MPEI/guiao04/Hashtable/hashtable.m | 36 + .../MPEI/guiao04/Hashtable/hashtable_entry.m | 30 + .../guiao04/Hashtable/hashtable_examples.m | 36 + 2ano1/MPEI/guiao04/Hashtable/hashtable_kv.m | 26 + .../guiao04/Sec\303\247\303\243o 1/DJB31MA.m" | 14 + .../Sec\303\247\303\243o 1/RandKeys_A.mat" | Bin 0 -> 1407740 bytes .../Sec\303\247\303\243o 1/RandKeys_B.mat" | Bin 0 -> 1182788 bytes .../guiao04/Sec\303\247\303\243o 1/ex01.m" | 20 + .../guiao04/Sec\303\247\303\243o 1/ex02.m" | 42 + .../guiao04/Sec\303\247\303\243o 1/ex03.m" | 65 + .../Sec\303\247\303\243o 1/hashstring.m" | 15 + .../Sec\303\247\303\243o 1/prob_pt.txt" | 26 + .../Sec\303\247\303\243o 1/rand_keys.m" | 42 + .../Sec\303\247\303\243o 1/string2hash.m" | 48 + .../Sec\303\247\303\243o 2/BloomFilter.m" | 51 + .../guiao04/Sec\303\247\303\243o 2/DJB31MA.m" | 14 + .../guiao04/Sec\303\247\303\243o 2/ex05.m" | 51 + .../wordlist-preao-20201103.txt" | 994898 +++++++++++++++ .../CalculateJaccardDistance.m" | 15 + .../CalculateJaccardDistanceMinHash.m" | 17 + .../CalculateMinHash.m" | 21 + .../Sec\303\247\303\243o 3/CreateMoviesSet.m" | 10 + .../Ex01UserPairsDistance.mat" | Bin 0 -> 2552794 bytes .../Ex02UserPairsDistance.mat" | Bin 0 -> 2552794 bytes .../Ex04UserPairsDistance.mat" | Bin 0 -> 763166 bytes .../Sec\303\247\303\243o 3/SimilarPairs.m" | 14 + .../guiao04/Sec\303\247\303\243o 3/ex01.m" | 56 + .../guiao04/Sec\303\247\303\243o 3/ex02.m" | 32 + .../guiao04/Sec\303\247\303\243o 3/ex04.m" | 33 + .../Sec\303\247\303\243o 3/muxDJB31MA.m" | 12 + .../guiao04/Sec\303\247\303\243o 3/u.data" | 100000 ++ .../trabalho-pratico-1-2022-2023/Folha 1.jpeg | Bin 0 -> 110888 bytes .../trabalho-pratico-1-2022-2023/Folha 2.jpeg | Bin 0 -> 102051 bytes 2ano1/MPEI/trabalho-pratico-1-2022-2023/L.mat | Bin 0 -> 1168 bytes .../MPEI/trabalho-pratico-1-2022-2023/crawl.m | 34 + 2ano1/MPEI/trabalho-pratico-1-2022-2023/ex1.m | 40 + 2ano1/MPEI/trabalho-pratico-1-2022-2023/ex2.m | 52 + 2ano1/MPEI/trabalho-pratico-1-2022-2023/ex3.m | 108 + .../Exemplo_cod_Cadeia_Markov.m | 50 + 2ano1/MPEI/trabalho-pratico-1-2023-2024/L.mat | Bin 0 -> 1585 bytes .../MPEI/trabalho-pratico-1-2023-2024/ex01.m | 32 + .../MPEI/trabalho-pratico-1-2023-2024/ex02.m | 37 + .../MPEI/trabalho-pratico-1-2023-2024/ex03.m | 105 + .../CalculateSignatures.m | 23 + .../CalculateSignaturesWithShingles.m | 34 + .../CountingBloomFilter.m | 34 + .../folha 1.jpg | Bin 0 -> 1686927 bytes .../folha 2.jpg | Bin 0 -> 1860646 bytes .../folha 3.jpg | Bin 0 -> 1421332 bytes .../muxDJB31MA.m | 12 + .../trabalho-pratico-2-2023-2023-v2/parte1.m | 37 + .../trabalho-pratico-2-2023-2023-v2/parte2.m | 37 + .../processed.mat | Bin 0 -> 533889 bytes .../restaurantes.txt | 215 + .../turistas1.data | 11533 + 2ano1/MPEI/trabalho-pratico-2-2023-2024-v1 | 1 + 118 files changed, 1109897 insertions(+) create mode 100644 2ano1/MPEI/aula01/analyticProbCoinToss.m create mode 100644 2ano1/MPEI/aula01/ex02_ex05.m create mode 100644 2ano1/MPEI/aula01/ex02_v1.m create mode 100644 2ano1/MPEI/aula01/ex02_v2.m create mode 100644 2ano1/MPEI/aula01/ex03.m create mode 100644 2ano1/MPEI/aula01/ex03_ex05.m create mode 100644 2ano1/MPEI/aula01/ex04.m create mode 100644 2ano1/MPEI/aula01/ex04_ex05.m create mode 100644 2ano1/MPEI/aula01/ex05.m create mode 100644 2ano1/MPEI/aula01/ex07.m create mode 100644 2ano1/MPEI/aula01/probCoinToss.m create mode 100644 2ano1/MPEI/aula02/ex01.m create mode 100644 2ano1/MPEI/aula02/ex02.m create mode 100644 2ano1/MPEI/aula02/ex03.m create mode 100644 2ano1/MPEI/aula02/ex04.m create mode 100644 2ano1/MPEI/aula02/ex05.m create mode 100644 2ano1/MPEI/aula02/ex06.m create mode 100644 2ano1/MPEI/aula02/ex07.m create mode 100644 2ano1/MPEI/aula03/Binomial.m create mode 100644 2ano1/MPEI/aula03/NPPoisson.m create mode 100644 2ano1/MPEI/aula03/Poisson.m create mode 100644 2ano1/MPEI/aula03/ex01.m create mode 100644 2ano1/MPEI/aula03/ex02.m create mode 100644 2ano1/MPEI/aula03/ex03.m create mode 100644 2ano1/MPEI/aula03/ex04.m create mode 100644 2ano1/MPEI/aula03/ex05.m create mode 100644 2ano1/MPEI/aula03/ex06.m create mode 100644 2ano1/MPEI/aula03/ex07.m create mode 100644 2ano1/MPEI/aula03/ex08.m create mode 100644 2ano1/MPEI/aula03/ex09.m create mode 100644 2ano1/MPEI/aula04/ex01.asv create mode 100644 2ano1/MPEI/aula04/ex01.m create mode 100644 2ano1/MPEI/aula04/ex02.m create mode 100644 2ano1/MPEI/aula04/ex03.m create mode 100644 2ano1/MPEI/aula05/ex01.m create mode 100644 2ano1/MPEI/aula05/ex02.m create mode 100644 2ano1/MPEI/aula05/ex03.m create mode 100644 2ano1/MPEI/aula05/ex04.m create mode 100644 2ano1/MPEI/aula05/ex05.m create mode 100644 2ano1/MPEI/aula05/ex06.m create mode 100644 2ano1/MPEI/aula05/ex06_suplementar.m create mode 100644 2ano1/MPEI/aula06/ex07.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/BloomFilter.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/CalculateSignaturesWithShingles.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/SignatureForText.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/crawl.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/ex01.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/ex02.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/ex03.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/hf1.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/rand_keys.m create mode 100644 2ano1/MPEI/exame-pratico-2022-2023/string2hash.m create mode 100644 2ano1/MPEI/exame-pratico-2023-2024/CalculateMinHash.m create mode 100644 2ano1/MPEI/exame-pratico-2023-2024/CountingBloomFilter.m create mode 100644 2ano1/MPEI/exame-pratico-2023-2024/cars3.xlsx create mode 100644 2ano1/MPEI/exame-pratico-2023-2024/ex01.m create mode 100644 2ano1/MPEI/exame-pratico-2023-2024/ex02.m create mode 100644 2ano1/MPEI/exame-pratico-2023-2024/ex03.m create mode 100644 2ano1/MPEI/exame-pratico-2023-2024/hf24.m create mode 100644 2ano1/MPEI/exame-pratico-2023-2024/input.mat create mode 100644 2ano1/MPEI/exame-pratico-2023-2024/kHashValues.m create mode 100644 2ano1/MPEI/guiao04/Hashtable/hashtable.m create mode 100644 2ano1/MPEI/guiao04/Hashtable/hashtable_entry.m create mode 100644 2ano1/MPEI/guiao04/Hashtable/hashtable_examples.m create mode 100644 2ano1/MPEI/guiao04/Hashtable/hashtable_kv.m create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/DJB31MA.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/RandKeys_A.mat" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/RandKeys_B.mat" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/ex01.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/ex02.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/ex03.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/hashstring.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/prob_pt.txt" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/rand_keys.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/string2hash.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 2/BloomFilter.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 2/DJB31MA.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 2/ex05.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 2/wordlist-preao-20201103.txt" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/CalculateJaccardDistance.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/CalculateJaccardDistanceMinHash.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/CalculateMinHash.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/CreateMoviesSet.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/Ex01UserPairsDistance.mat" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/Ex02UserPairsDistance.mat" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/Ex04UserPairsDistance.mat" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/SimilarPairs.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/ex01.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/ex02.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/ex04.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/muxDJB31MA.m" create mode 100644 "2ano1/MPEI/guiao04/Sec\303\247\303\243o 3/u.data" create mode 100644 2ano1/MPEI/trabalho-pratico-1-2022-2023/Folha 1.jpeg create mode 100644 2ano1/MPEI/trabalho-pratico-1-2022-2023/Folha 2.jpeg create mode 100644 2ano1/MPEI/trabalho-pratico-1-2022-2023/L.mat create mode 100644 2ano1/MPEI/trabalho-pratico-1-2022-2023/crawl.m create mode 100644 2ano1/MPEI/trabalho-pratico-1-2022-2023/ex1.m create mode 100644 2ano1/MPEI/trabalho-pratico-1-2022-2023/ex2.m create mode 100644 2ano1/MPEI/trabalho-pratico-1-2022-2023/ex3.m create mode 100644 2ano1/MPEI/trabalho-pratico-1-2023-2024/Exemplo_cod_Cadeia_Markov.m create mode 100644 2ano1/MPEI/trabalho-pratico-1-2023-2024/L.mat create mode 100644 2ano1/MPEI/trabalho-pratico-1-2023-2024/ex01.m create mode 100644 2ano1/MPEI/trabalho-pratico-1-2023-2024/ex02.m create mode 100644 2ano1/MPEI/trabalho-pratico-1-2023-2024/ex03.m create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/CalculateSignatures.m create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/CalculateSignaturesWithShingles.m create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/CountingBloomFilter.m create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/folha 1.jpg create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/folha 2.jpg create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/folha 3.jpg create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/muxDJB31MA.m create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/parte1.m create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/parte2.m create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/processed.mat create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/restaurantes.txt create mode 100644 2ano1/MPEI/trabalho-pratico-2-2023-2023-v2/turistas1.data create mode 160000 2ano1/MPEI/trabalho-pratico-2-2023-2024-v1 diff --git a/.gitmodules b/.gitmodules index a8dd3b8..80a7583 100644 --- a/.gitmodules +++ b/.gitmodules @@ -7,3 +7,6 @@ [submodule "excalidraw"] path = excalidraw url = https://github.com/excalidraw/excalidraw.git +[submodule "2ano1/MPEI/trabalho-pratico-2-2023-2024-v1"] + path = 2ano1/MPEI/trabalho-pratico-2-2023-2024-v1 + url = https://github.com/JCapucho/Trabalho-MPEI-2.git diff --git a/2ano1/MPEI/aula01/analyticProbCoinToss.m b/2ano1/MPEI/aula01/analyticProbCoinToss.m new file mode 100644 index 0000000..0a50cb8 --- /dev/null +++ b/2ano1/MPEI/aula01/analyticProbCoinToss.m @@ -0,0 +1,3 @@ +function [probAnalitica] = analyticProbCoinToss(probCara, numLancamentos, numCaras) + probAnalitica = nchoosek(numLancamentos, numCaras) * (probCara^numCaras) * (1 - probCara)^(numLancamentos - numCaras); +end \ No newline at end of file diff --git a/2ano1/MPEI/aula01/ex02_ex05.m b/2ano1/MPEI/aula01/ex02_ex05.m new file mode 100644 index 0000000..d85c14b --- /dev/null +++ b/2ano1/MPEI/aula01/ex02_ex05.m @@ -0,0 +1,2 @@ +probSimulacao = probCoinToss(0.5, 3, 2, 1e5) +probAnalitico = analyticProbCoinToss(0.5, 3, 2) \ No newline at end of file diff --git a/2ano1/MPEI/aula01/ex02_v1.m b/2ano1/MPEI/aula01/ex02_v1.m new file mode 100644 index 0000000..2fc30fe --- /dev/null +++ b/2ano1/MPEI/aula01/ex02_v1.m @@ -0,0 +1,20 @@ +%% Codigo 1 +% Gerar uma matriz com 3 linhas e 10000 colunas de n´umeros aleat´orios +% entre 0.0 e 1.0 (ou seja, cada coluna representa uma experiˆencia): +experiencias = rand(3,10000); +% Gerar uma matriz com 3 linhas e 10000 colunas com o valor 1 se o valor +% da matriz anterior for superior a 0.5 (ou seja, se saiu cara) ou com o +% valor 0 caso contr´ario (ou seja, saiu coroa): +lancamentos = experiencias > 0.5; % 0.5 corresponde a 1 - prob. de caras +% Gerar um vetor linha com 10000 elementos com a soma dos valores de cada +% coluna da matriz anterior (ou seja, o n´umero de caras de cada experiˆencia): +resultados = sum(lancamentos); +% Gerar um vetor linha com 10000 elementos com o valor 1 quando o valor do +% vetor anterior ´e 2 (ou seja, se a experiˆencia deu 2 caras) ou 0 quando ´e +% diferente de 2: +sucessos = resultados == 2; +% Determinar o resultado final dividindo o n´umero de experiˆencias com 2 +% caras pelo n´umero total de experiˆencias: +probSimulacao = sum(sucessos)/10000; + +fprintf("probSimulacao = %f\n", probSimulacao); \ No newline at end of file diff --git a/2ano1/MPEI/aula01/ex02_v2.m b/2ano1/MPEI/aula01/ex02_v2.m new file mode 100644 index 0000000..effa027 --- /dev/null +++ b/2ano1/MPEI/aula01/ex02_v2.m @@ -0,0 +1,10 @@ +%% Codigo 2 +N= 1e5; %n´umero de experiˆencias +p = 0.5; %probabilidade de cara +k = 2; %n´umero de caras +n = 3; %n´umero de lanc¸amentos +lancamentos = rand(n,N) > 1-p; +sucessos= sum(lancamentos)==k; +probSimulacao= sum(sucessos)/N; + +fprintf("probSimulacao = %f\n", probSimulacao); \ No newline at end of file diff --git a/2ano1/MPEI/aula01/ex03.m b/2ano1/MPEI/aula01/ex03.m new file mode 100644 index 0000000..09bb9f0 --- /dev/null +++ b/2ano1/MPEI/aula01/ex03.m @@ -0,0 +1,10 @@ +%% Codigo 3 +N= 1e5; %n´umero de experiˆencias +p = 0.5; %probabilidade de cara +k = 6; %n´umero de caras +n = 15; %n´umero de lanc¸amentos +lancamentos = rand(n,N) > 1-p; +sucessos= sum(lancamentos)==k; +probSimulacao= sum(sucessos)/N; + +fprintf("probSimulacao = %f\n", probSimulacao); \ No newline at end of file diff --git a/2ano1/MPEI/aula01/ex03_ex05.m b/2ano1/MPEI/aula01/ex03_ex05.m new file mode 100644 index 0000000..e9590db --- /dev/null +++ b/2ano1/MPEI/aula01/ex03_ex05.m @@ -0,0 +1,2 @@ +probSimulacao = probCoinToss(0.5, 15, 6, 1e5) +probAnalitico = analyticProbCoinToss(0.5, 15, 6) \ No newline at end of file diff --git a/2ano1/MPEI/aula01/ex04.m b/2ano1/MPEI/aula01/ex04.m new file mode 100644 index 0000000..8c98632 --- /dev/null +++ b/2ano1/MPEI/aula01/ex04.m @@ -0,0 +1,12 @@ +%% Codigo 4 +N= 1e5; %n´umero de experiˆencias +p = 0.5; %probabilidade de cara +k = 6; %n´umero de caras +n = 15; %n´umero de lanc¸amentos +lancamentos = rand(n,N) > 1-p; +% Pelos menos k lançamentos, o que signficia que +% mais do que k e um caso favoravel. +sucessos= sum(lancamentos)>=k; +probSimulacao= sum(sucessos)/N; + +fprintf("probSimulacao = %f\n", probSimulacao); \ No newline at end of file diff --git a/2ano1/MPEI/aula01/ex04_ex05.m b/2ano1/MPEI/aula01/ex04_ex05.m new file mode 100644 index 0000000..475ada0 --- /dev/null +++ b/2ano1/MPEI/aula01/ex04_ex05.m @@ -0,0 +1,7 @@ +probSimulacao = 0; + +for k = 6:15 + probSimulacao = probSimulacao + probCoinToss(0.5, 15, k, 1e5); +end + +fprintf("probSimulacao = %f\n", probSimulacao); \ No newline at end of file diff --git a/2ano1/MPEI/aula01/ex05.m b/2ano1/MPEI/aula01/ex05.m new file mode 100644 index 0000000..9fc5dda --- /dev/null +++ b/2ano1/MPEI/aula01/ex05.m @@ -0,0 +1,36 @@ +throws = 20; +probSimulacao20 = zeros(1, throws + 1); +for k = 0:throws + probSimulacao20(k + 1) = probCoinToss(0.5, throws, k, 1e4); +end + +hold on +stem(0:throws, probSimulacao20) +stem(0:throws, arrayfun(@(k) analyticProbCoinToss(0.5, throws, k), 0:throws)) +hold off + +%% + +throws = 40; +probSimulacao40 = zeros(1, throws + 1); +for k = 0:throws + probSimulacao40(k + 1) = probCoinToss(0.5, throws, k, 1e4); +end + +hold on +stem(0:throws, probSimulacao40) +stem(0:throws, arrayfun(@(k) analyticProbCoinToss(0.5, throws, k), 0:throws)) +hold off + +%% + +throws = 100; +probSimulacao100 = zeros(1, throws + 1); +for k = 0:throws + probSimulacao100(k + 1) = probCoinToss(0.5, throws, k, 1e4); +end + +hold on +stem(0:throws, probSimulacao100) +stem(0:throws, arrayfun(@(k) analyticProbCoinToss(0.5, throws, k), 0:throws)) +hold off \ No newline at end of file diff --git a/2ano1/MPEI/aula01/ex07.m b/2ano1/MPEI/aula01/ex07.m new file mode 100644 index 0000000..85c6cca --- /dev/null +++ b/2ano1/MPEI/aula01/ex07.m @@ -0,0 +1,27 @@ +%% Parte a) +probSimulacao = probCoinToss(0.3, 5, 3, 1e4) +probAnalitico = analyticProbCoinToss(0.3, 5, 3) + +%% Parte b) + +probSimulacao = 0; +probAnalitico = 0; + +for k = 0:2 + probSimulacao = probSimulacao + probCoinToss(0.3, 5, k, 1e4) + probAnalitico = probAnalitico + analyticProbCoinToss(0.3, 5, k) +end + +probSimulacao +probAnalitico + +%% Parte c) + + +probSimulacao = zeros(1, 6); + +for k = 0:5 + probSimulacao(k + 1) = probCoinToss(0.3, 5, k, 1e4); +end + +bar(0:5, probSimulacao) \ No newline at end of file diff --git a/2ano1/MPEI/aula01/probCoinToss.m b/2ano1/MPEI/aula01/probCoinToss.m new file mode 100644 index 0000000..9b55ef2 --- /dev/null +++ b/2ano1/MPEI/aula01/probCoinToss.m @@ -0,0 +1,5 @@ +function [probSimulacao] = probCoinToss(probCara, numLancamentos, numCaras, numExperiencias) + lancamentos = rand(numLancamentos, numExperiencias) > (1 - probCara); + sucessos= sum(lancamentos) == numCaras; + probSimulacao= sum(sucessos) / numExperiencias; +end \ No newline at end of file diff --git a/2ano1/MPEI/aula02/ex01.m b/2ano1/MPEI/aula02/ex01.m new file mode 100644 index 0000000..37c438e --- /dev/null +++ b/2ano1/MPEI/aula02/ex01.m @@ -0,0 +1,82 @@ +%% a) +N = 1e5; +p = 0.5; + +nascimentos = rand(2, N); +rapazes = nascimentos < p; +numrapazes = sum(rapazes); + +A = numrapazes >= 1; % Pelo menos um rapaz + +prob = sum(A)/N + +%% b) + +% probabiliaded de nascer um filho +% + +% probabilidade de nascerem dois filhos +prob = 0.5 + 0.5 * 0.5 + +%% c) + +N = 1e5; +p = 0.5; + +nascimentos = rand(2, N); +rapazes = nascimentos < p; +numrapazes = sum(rapazes); + +A = numrapazes == 2; % Nasceram dois rapazes +B = numrapazes >= 1; % Pelo menos um rapaz + +AB = A&B; + +prob = sum(AB)/sum(B) + +%% d) + +N = 1e5; +p = 0.5; + +nascimentos = rand(2, N); +rapazes = nascimentos < p; +numrapazes = sum(rapazes); + +A = numrapazes == 2; % Nasceram dois rapazes +B = rapazes(1,:) == 1; % Primeiro e rapaz + +AB = A&B; + +prob = sum(AB)/sum(B) + +%% e) + +N = 1e5; +p = 0.5; + +nascimentos = rand(5, N); +rapazes = nascimentos < p; +numrapazes = sum(rapazes); + +A = numrapazes == 2; % Nasceram dois rapazes +B = numrapazes >= 1; % Pelo menos um rapaz + +AB = A&B; + +prob = sum(AB)/sum(B) + +%% f) + +N = 1e5; +p = 0.5; + +nascimentos = rand(5, N); +rapazes = nascimentos < p; +numrapazes = sum(rapazes); + +A = numrapazes >= 2; % Nasceram dois rapazes +B = numrapazes >= 1; % Pelo menos um rapaz + +AB = A&B; + +prob = sum(AB)/sum(B) \ No newline at end of file diff --git a/2ano1/MPEI/aula02/ex02.m b/2ano1/MPEI/aula02/ex02.m new file mode 100644 index 0000000..e479b18 --- /dev/null +++ b/2ano1/MPEI/aula02/ex02.m @@ -0,0 +1,89 @@ +%% a) + +n = 20; +m = 100; + +N = 1e5; + +lancamentos = randi(m, n, N); + +A = false(1, N); + +for i=1:N + diferentes = unique(lancamentos(:,i)); + A(i) = length(diferentes) == n; +end + +prob = sum(A)/N + +%% b) + +n = 20; +m = 100; + +N = 1e5; + +lancamentos = randi(m, n, N); + +A = false(1, N); + +for i=1:N + diferentes = unique(lancamentos(:,i)); + A(i) = length(diferentes) < n; +end + +prob = sum(A)/N + +%% c) + +N = 1e5; +x = 10:10:100; +m = [1000 100000]; + +for m_idx = 1:length(m) + alvos = m(m_idx); + + y = zeros(1, length(x)); + + for x_idx=1:length(x) + n = x(x_idx); + lancamentos = randi(alvos, n, N); + + A = false(1, N); + + for i=1:N + diferentes = unique(lancamentos(:,i)); + A(i) = length(diferentes) < n; + end + + y(x_idx) = sum(A)/N; + end + + subplot(1, length(m), m_idx); + plot(x, y); + title(sprintf("Alvos = %d", alvos)); +end + +%% d) + +N = 1e5; +n = 100; +m = [200 500 1000 2000 5000 10000 20000 50000 100000]; + +y = zeros(1, length(m)); + +for x_idx=1:length(m) + alvos = m(x_idx); + lancamentos = randi(alvos, n, N); + + A = false(1, N); + + for i=1:N + diferentes = unique(lancamentos(:,i)); + A(i) = length(diferentes) < n; + end + + y(x_idx) = sum(A)/N; +end + +plot(m, y); \ No newline at end of file diff --git a/2ano1/MPEI/aula02/ex03.m b/2ano1/MPEI/aula02/ex03.m new file mode 100644 index 0000000..7e43ad5 --- /dev/null +++ b/2ano1/MPEI/aula02/ex03.m @@ -0,0 +1,68 @@ +%% a) + +N = 1e5; +T = 1000; +keys = 10; + +distribution = randi(T, keys, N); + +A = false(1, N); + +for i=1:N + diferentes = unique(distribution(:,i)); + A(i) = length(diferentes) < keys; +end + +prob = sum(A) / N + +%% b) + +N = 1e3; +T = 1000; +keys_array = 10:10:1000; + +A = false(1, N); + +y = zeros(1, length(keys_array)); + +for x_idx=1:length(keys_array) + keys = keys_array(x_idx); + distribution = randi(T, keys, N); + + A = false(1, N); + + for i=1:N + diferentes = unique(distribution(:,i)); + A(i) = length(diferentes) < keys; + end + + y(x_idx) = sum(A)/N; +end + +plot(keys_array, y); + +%% c) + +N = 1e4; +T_array = 100:100:1000; +keys = 50; + +A = false(1, N); + +y = zeros(1, length(T_array)); + +for x_idx=1:length(T_array) + T = T_array(x_idx); + distribution = randi(T, keys, N); + + A = false(1, N); + + for i=1:N + diferentes = unique(distribution(:,i)); + A(i) = length(diferentes) < keys; + end + + y(x_idx) = sum(A)/N; +end + +plot(T_array, y); \ No newline at end of file diff --git a/2ano1/MPEI/aula02/ex04.m b/2ano1/MPEI/aula02/ex04.m new file mode 100644 index 0000000..18e8427 --- /dev/null +++ b/2ano1/MPEI/aula02/ex04.m @@ -0,0 +1,28 @@ +N = 1e5; +people_array = 20:50; + +A = false(1, N); + +y = zeros(1, length(people_array)); + +for x_idx=1:length(people_array) + people = people_array(x_idx); + distribution = randi(365, people, N); + + A = false(1, N); + + for i=1:N + diferentes = unique(distribution(:,i)); + A(i) = length(diferentes) < people; + end + + y(x_idx) = sum(A)/N; +end + +n50 = find(y > 0.5, 1) + people_array(1) - 1; +n90 = find(y > 0.9, 1) + people_array(1) - 1; + +fprintf("a) P > 0.5: n=%d\n", n50); +fprintf("b) P > 0.9: n=%d\n", n90); + +plot(people_array, y); \ No newline at end of file diff --git a/2ano1/MPEI/aula02/ex05.m b/2ano1/MPEI/aula02/ex05.m new file mode 100644 index 0000000..5015d88 --- /dev/null +++ b/2ano1/MPEI/aula02/ex05.m @@ -0,0 +1,35 @@ +% a) +sides = 6; +tries = 2; + +N = 1e5; + +lancamentos = randi(sides, tries, N); + +A = sum(lancamentos) == 9; +B = rem(lancamentos(2,:), 2) == 0; +C = sum(lancamentos == 5) >= 1; +D = sum(lancamentos == 1) == 0; + +A_prob = sum(A)/N; +B_prob = sum(B)/N; +C_prob = sum(C)/N; +D_prob = sum(D)/N; + +fprintf("P(A) = %f | P(B) = %f | P(C) = %f | P(D) = %f\n", ... + A_prob, B_prob, C_prob, D_prob); + +% b) +% P(A) = 4/36 = 1/9 +% P(B) = 1/2 +% - `P(AB)`: Probabilidade da soma dos dois valores ser 9 +% e o segundo valor ser possivel, casos possiveis: +% 3 6 | 5 4 +% P(AB) = 1/18 = 1/2 * 1/9 = P(A)P(B) + +% c) +% P(C) = 11/36 +% P(D) = 25/36 +% - `P(CD)`: Probabilidade de pelo menos um dos valores ser +% 5 e nenhum dos valores ser 1. +% P(CD) = 9/36 != P(A)P(B) = 11/36 * 25/36 = 275/1296 \ No newline at end of file diff --git a/2ano1/MPEI/aula02/ex06.m b/2ano1/MPEI/aula02/ex06.m new file mode 100644 index 0000000..7ffec68 --- /dev/null +++ b/2ano1/MPEI/aula02/ex06.m @@ -0,0 +1,28 @@ +% a) +% Existem 3^2 = 9 possiveis sequencias o que +% significa que a possibilidade de uma dada +% sequencia e de 1/9. + +% b) +% "um" pode aparecer em 5 sequencias distintas, se +% assumirmos que aparece na primeira posicao entao +% existem tres sequencias, porque existem 3 possibilidades +% para a segunda palavra, se depois assumirmos que +% aparece na segunda posicao existem mais outra duas +% posicoes, uma com cada palavra possivel exceto "um" +% na primeira possivel. +% Logo a probabilidade e de 5/9. + +% c) +% Aplicando a mesma logica do exercicio anterior, +% existem 6 casos favoraveis se uma destas palavras +% tiver na primeira posicao, depois mais dois se +% estiver na segunda posicao. +% A probabilidade sera de 8/9. + +% d) +% "sequencia incluir a palavra um" | "sequencia inclui palavra dois" +% A probabilidade da sequencia incluir a palavra dois e de 5/9 (ver +% alinea b). P("sequencia incluir a palavra um" & "sequencia inclui palavra dois") +% e igual a 2/9. +% Logo temos que a probabilidade sera igual a (2/9)/(5/9) = 2/5. \ No newline at end of file diff --git a/2ano1/MPEI/aula02/ex07.m b/2ano1/MPEI/aula02/ex07.m new file mode 100644 index 0000000..f4e9ccc --- /dev/null +++ b/2ano1/MPEI/aula02/ex07.m @@ -0,0 +1,69 @@ +N = 1e6; +total = 100; + +programas = zeros(total, N); + +% Andre +programas(1:20, :) = rand(20, N) < 0.01; +% Bruno +programas(21:50, :) = rand(30, N) < 0.05; +% Carlos +programas(51:end, :) = rand(50, N) < 0.001; + +select = randi(total, 1, N); + +% a) +possiveis = zeros(1, N); +carlos = zeros(1, N); + +% b) +andre = zeros(1, N); +bruno = zeros(1, N); + +for k=1:N + idx = select(k); + defeito = programas(idx, k); + possiveis(k) = defeito; + % a) + carlos(k) = defeito & idx > 50; + % b) + andre(k) = defeito & idx < 21; + bruno(k) = defeito & idx > 20 & idx < 51; +end + +prob_carlos = sum(carlos&possiveis)/sum(possiveis); +prob_andre = sum(andre&possiveis)/sum(possiveis); +prob_bruno = sum(bruno&possiveis)/sum(possiveis); + +% a) +fprintf("P(C|E) = %f\n", prob_carlos); +% b) +fprintf("P(A|E) = %f\n", prob_andre); +fprintf("P(B|E) = %f\n", prob_bruno); + +[~, I] = max([prob_andre, prob_bruno, prob_carlos]); +names = ["Andre", "Bruno", "Carlos"]; +worst = names(I); + +fprintf("%s e o mais provavel\n", worst); + +%% Teorico +% a) +% +% P(E) = P(E|A)P(A) + P(E|B)P(B) + P(E|C)P(C) +% = 0.01*(1/5) + 0.05*(3/10) + 0.001*(1/2) +% = 0.0175 +% +% P(C&E) = P(E|C)P(C) = 0.001*(1/2) = 0.0005 +% +% P(C|E) = P(C&E)/P(E) = 0.0005/0.0175 ~= 0.02857 +% +% b) +% +% P(A&E) = P(E|A)P(A) = 0.01*(1/5) = 0.002 +% P(A|E) = P(A&E)/P(E) = 0.002/0.0175 ~= 0.11428 +% +% P(B&E) = P(E|B)P(B) = 0.05*(3/10) = 0.015 +% P(B|E) = P(B&E)/P(E) = 0.015/0.0175 ~= 0.85714 +% +% P(C|E) < P(A|E) < P(B|E) - O Bruno e o mais provavel diff --git a/2ano1/MPEI/aula03/Binomial.m b/2ano1/MPEI/aula03/Binomial.m new file mode 100644 index 0000000..dc95c9f --- /dev/null +++ b/2ano1/MPEI/aula03/Binomial.m @@ -0,0 +1,3 @@ +function [dist_prob] = Binomial(n, k, p) + dist_prob = nchoosek(n, k) * p^k * (1-p)^(n-k); +end \ No newline at end of file diff --git a/2ano1/MPEI/aula03/NPPoisson.m b/2ano1/MPEI/aula03/NPPoisson.m new file mode 100644 index 0000000..8060c53 --- /dev/null +++ b/2ano1/MPEI/aula03/NPPoisson.m @@ -0,0 +1,4 @@ +function [dist_prob] = NPPoisson(n, k, p) + lambda = n * p; + dist_prob = Poisson(lambda, k); +end \ No newline at end of file diff --git a/2ano1/MPEI/aula03/Poisson.m b/2ano1/MPEI/aula03/Poisson.m new file mode 100644 index 0000000..4534fdd --- /dev/null +++ b/2ano1/MPEI/aula03/Poisson.m @@ -0,0 +1,4 @@ +% Regra prática: n > 20 e np <= 7 +function [dist_prob] = Poisson(lambda, k) + dist_prob = (lambda.^k) ./ factorial(k) .* exp(-lambda); +end \ No newline at end of file diff --git a/2ano1/MPEI/aula03/ex01.m b/2ano1/MPEI/aula03/ex01.m new file mode 100644 index 0000000..4ebe567 --- /dev/null +++ b/2ano1/MPEI/aula03/ex01.m @@ -0,0 +1,20 @@ +% a) +lados = [1 2 3 4 5 6]; +probs = zeros(length(lados), 1) + 1/length(lados); + +subplot(2, 1, 1); +bar(probs); +title("Funcao massa probabilidade"); +xlabel("lado"); +ylabel("p(x)"); + +% b) +accum_probs = cumsum(probs); + +subplot(2, 1, 2); +stairs(accum_probs); +title("Funcao distribuicao acumulada"); +xlabel("lado"); +ylabel("F(x)"); +xlim([0 7]); +ylim([0 1.1]); \ No newline at end of file diff --git a/2ano1/MPEI/aula03/ex02.m b/2ano1/MPEI/aula03/ex02.m new file mode 100644 index 0000000..b005944 --- /dev/null +++ b/2ano1/MPEI/aula03/ex02.m @@ -0,0 +1,17 @@ + +%% c) +notas_5 = 90; +notas_50 = 9; +notas_100 = 1; + +total = notas_5 + notas_50 + notas_100; + +p5 = notas_5 / total; +p50 = notas_50 / total; +p100 = notas_100 / total; + +notas = [0 5 50 100 120]; +accum_probs = cumsum([0 p5 p50 p100 0]); + +stairs(notas, accum_probs); +ylim([0 1.1]) \ No newline at end of file diff --git a/2ano1/MPEI/aula03/ex03.m b/2ano1/MPEI/aula03/ex03.m new file mode 100644 index 0000000..408e1a5 --- /dev/null +++ b/2ano1/MPEI/aula03/ex03.m @@ -0,0 +1,76 @@ +% a) +p = 0.5; +N = 1e5; + +lancamentos = rand(4, N); +coroas = sum(lancamentos < p); + +[gc, grps] = groupcounts(coroas'); + +probs = gc/N; + +stem(grps, probs); +title("Funcao massa probabilidade"); +xlabel("coroas"); +ylabel("p(x)"); + +fprintf("a)\n"); + +for i = 1:length(grps) + fprintf("\tp(%d) = %f\n", grps(i), probs(i)) +end + +% b) +esperado = sum(probs .* grps); +variancia = sum((grps - esperado).^2 .* probs); +desvio = sqrt(variancia); + +fprintf("b)\n"); + +fprintf("\tMedia = %f\n", esperado); +fprintf("\tVariancia = %f\n", variancia); +fprintf("\tDesvio = %f\n", desvio); + +% c) + +n = max(grps); +fprintf("c)\n"); +fprintf("\tDistribuicao binomial p=%f e n=%d\n", p, n); + +% d) + +fprintf("d)\n") + +dist_probs = zeros(1, n + 1); + +for k=0:n + dist_prob = nchoosek(n, k) * p^k * (1-p)^(n-k); + dist_probs(k + 1) = dist_prob; + fprintf("\tp(%d) = %f\n", k, dist_prob); +end + +% e) + +grps = 0:n; +esperado = sum(dist_probs .* grps); +variancia = sum((grps - esperado).^2 .* dist_probs); +desvio = sqrt(variancia); + +fprintf("e)\n"); + +fprintf("\tMedia = %f\n", esperado); +fprintf("\tVariancia = %f\n", variancia); +fprintf("\tDesvio = %f\n", desvio); + +% f) + +caso_i = sum(dist_probs(3:end)); +caso_ii = sum(dist_probs(1:2)); +caso_iii = sum(dist_probs(2:4)); + +fprintf("f)\n"); + +fprintf("\ti. a probabilidade de obter pelo menos 2 coroas = %f\n", caso_i); +fprintf("\tii. a probabilidade de obter at´e 1 coroa = %f\n", caso_ii); +fprintf("\tiii. a probabilidade de obter entre 1 e 3 coroas = %f\n", caso_iii); + diff --git a/2ano1/MPEI/aula03/ex04.m b/2ano1/MPEI/aula03/ex04.m new file mode 100644 index 0000000..ebdff3c --- /dev/null +++ b/2ano1/MPEI/aula03/ex04.m @@ -0,0 +1,71 @@ +%% a) +p = 0.3; +N = 1e5; + +lancamentos = rand(5, N); +defeituosas = sum(lancamentos < p); + +[gc, grps] = groupcounts(defeituosas'); + +probs = gc/N; + +subplot(2, 2, 1); +stem(grps, probs); +title("Funcao massa probabilidade"); +xlabel("defeituosas"); +ylabel("p(x)"); + +fprintf("a)\ni)\n"); + +for i = 1:length(grps) + fprintf("\tp(%d) = %f\n", grps(i), probs(i)) +end + +accum_probs = cumsum(probs); + +subplot(2, 2, 3); +stairs([-1; grps; 6], [0; accum_probs; 1]); +ylim([0 1.1]); +title("Funcao distribuicao acumulada"); +xlabel("defeituosas"); +ylabel("F(x)"); + +idx2 = find(grps == 2, 1); + +max_2_prob = sum(probs(1:idx2)); + +fprintf("iii)\n"); +fprintf("\tprobabilidade de, no maximo, 2 das pecas de uma amostra serem defeituosas = %f\n", max_2_prob) + +%% b) +p = 0.3; +n = 5; +fprintf("b)\ni)\n"); + +dist_probs = zeros(1, n + 1); + +for k=0:n + dist_prob = nchoosek(n, k) * p^k * (1-p)^(n-k); + dist_probs(k + 1) = dist_prob; + fprintf("\tp(%d) = %f\n", k, dist_prob); +end + +subplot(2, 2, 2); +stem(0:n, dist_probs); +title("Funcao massa probabilidade (analitico)"); +xlabel("defeituosas"); +ylabel("p(x)"); + +accum_dist_probs = cumsum(dist_probs); + +subplot(2, 2, 4); +stairs([-1 0:n 6], [0 accum_dist_probs 1]); +ylim([0 1.1]); +title("Funcao distribuicao acumulada (analitico)"); +xlabel("defeituosas"); +ylabel("F(x)"); + +max_2_dist_prob = sum(dist_probs(1:3)); + +fprintf("ii)\n"); +fprintf("\tprobabilidade de, no maximo, 2 das pecas de uma amostra serem defeituosas = %f\n", max_2_dist_prob) \ No newline at end of file diff --git a/2ano1/MPEI/aula03/ex05.m b/2ano1/MPEI/aula03/ex05.m new file mode 100644 index 0000000..74ae61b --- /dev/null +++ b/2ano1/MPEI/aula03/ex05.m @@ -0,0 +1,21 @@ +N = 1e5; + +p = logspace(-3, log10(1/2) ,100); + +y_aviao2 = zeros(1, length(p)); +y_aviao4 = zeros(1, length(p)); + +for k = 1:length(p) + prob_falha_aviao2 = rand(2, N); + falhas_aviao2 = sum(prob_falha_aviao2 < p(k)); + y_aviao2(k) = sum(falhas_aviao2 > 1) / N; + + prob_falha_aviao4 = rand(4, N); + falhas_aviao4 = sum(prob_falha_aviao4 < p(k)); + y_aviao4(k) = sum(falhas_aviao4 > 2) /N; +end + +loglog(p, y_aviao2, "r") +hold on +loglog(p, y_aviao4, "g") +hold off \ No newline at end of file diff --git a/2ano1/MPEI/aula03/ex06.m b/2ano1/MPEI/aula03/ex06.m new file mode 100644 index 0000000..8fa360e --- /dev/null +++ b/2ano1/MPEI/aula03/ex06.m @@ -0,0 +1,7 @@ +p = 1/1000; + +% a) +dist_prob = Binomial(8000, 7, p) + +% b) +dist_prob = NPPoisson(8000, 7, p) \ No newline at end of file diff --git a/2ano1/MPEI/aula03/ex07.m b/2ano1/MPEI/aula03/ex07.m new file mode 100644 index 0000000..1f1d6c4 --- /dev/null +++ b/2ano1/MPEI/aula03/ex07.m @@ -0,0 +1,17 @@ +lambda = 15; +% a) +dist_prob0 = Poisson(15, 0) + +% b) +k = 11; +dist_prob11 = 0; +while true + k_prob = Poisson(15, k); + dist_prob11 = dist_prob11 + k_prob; + if k_prob < 1/1e5 + break + end + k = k + 1; +end + +dist_prob11 \ No newline at end of file diff --git a/2ano1/MPEI/aula03/ex08.m b/2ano1/MPEI/aula03/ex08.m new file mode 100644 index 0000000..296349e --- /dev/null +++ b/2ano1/MPEI/aula03/ex08.m @@ -0,0 +1,3 @@ +lambda = 0.02 * 100; + +prob = sum(Poisson(lambda, 0:1)) \ No newline at end of file diff --git a/2ano1/MPEI/aula03/ex09.m b/2ano1/MPEI/aula03/ex09.m new file mode 100644 index 0000000..6a8ee13 --- /dev/null +++ b/2ano1/MPEI/aula03/ex09.m @@ -0,0 +1,22 @@ +N = 1e5; +media = 14; +desvio = 2; + +X = desvio * randn(1, N) + media; + +% a) +p = sum(X >= 12 & X <= 16) / N; +fprintf("Probabilidade evento A: %f\n", p); +% b) +p = sum(X >= 10 & X <= 18) / N; +fprintf("Probabilidade evento B: %f\n", p); +% c) +p = sum(X >= 10) / N; +fprintf("Probabilidade evento C: %f\n", p); +% d) +pc_A = normcdf(16, media, desvio) - normcdf(12, media, desvio); +fprintf("Correcao evento A: %f\n", pc_A); +pc_B = normcdf(18, media, desvio) - normcdf(10, media, desvio); +fprintf("Correcao evento B: %f\n", pc_B); +pc_C = normcdf(10, media, desvio, 'upper'); +fprintf("Correcao evento C: %f\n", pc_C); \ No newline at end of file diff --git a/2ano1/MPEI/aula04/ex01.asv b/2ano1/MPEI/aula04/ex01.asv new file mode 100644 index 0000000..d86a704 --- /dev/null +++ b/2ano1/MPEI/aula04/ex01.asv @@ -0,0 +1,21 @@ +N = 1e5; +n = 8; + +p_1 = 0.002; +p_2 = 0.005; +p_a = 0.01; + +defeito_1 = rand(n, N) <= p_1; +defeito_2 = rand(n, N) <= p_2; +defeito_a = rand(n, N) <= p_a; + +defeito = defeito_1 | defeito_2 | defeito_a; + +% a) +caixa_defeito = sum(defeito) > 0; +prob = sum(caixa_defeito) / N +printf("Evento A") + +% b) +AB = sum(defeito_a & caixa_defeito); +prob = sum(AB) / sum(caixa_defeito); \ No newline at end of file diff --git a/2ano1/MPEI/aula04/ex01.m b/2ano1/MPEI/aula04/ex01.m new file mode 100644 index 0000000..5e54750 --- /dev/null +++ b/2ano1/MPEI/aula04/ex01.m @@ -0,0 +1,22 @@ +N = 1e5; +n = 8; + +p_1 = 0.002; +p_2 = 0.005; +p_a = 0.01; + +defeito_1 = rand(n, N) <= p_1; +defeito_2 = rand(n, N) <= p_2; +defeito_a = rand(n, N) <= p_a; + +defeito = defeito_1 | defeito_2 | defeito_a; + +% a) +caixa_defeito = sum(defeito) > 0; +prob = sum(caixa_defeito) / N; +fprintf("Probabilidade evento A: %f\n", prob); + +% b) +AB = sum(defeito_a & caixa_defeito); +num_defeito_montagem = sum(AB) / sum(caixa_defeito); +fprintf("Numero medio de defeito na montagem: %f\n", num_defeito_montagem); \ No newline at end of file diff --git a/2ano1/MPEI/aula04/ex02.m b/2ano1/MPEI/aula04/ex02.m new file mode 100644 index 0000000..fb7cfd7 --- /dev/null +++ b/2ano1/MPEI/aula04/ex02.m @@ -0,0 +1,30 @@ +N = 1e5; +n = 8; + +p_1 = 0.002; +p_2 = 0.005; +p_a = 0.01; + +defeito_1 = rand(n, N) <= p_1; +defeito_2 = rand(n, N) <= p_2; +defeito_a = rand(n, N) <= p_a; + +defeito = defeito_1 | defeito_2 | defeito_a; + +% a) +caixa_sem_defeito = sum(defeito) == 0; +prob = sum(caixa_sem_defeito) / N; +fprintf("Probabilidade evento B: %f\n", prob); + +% b) +teorico = ((1-p_1) * (1 - p_2) * (1 - p_a))^8; +fprintf("Probabilidade evento B (teorico): %f\n", teorico); + +% c) +x = 2:20; +y = ((1-p_1) * (1 - p_2) * (1 - p_a)).^x; +plot(x, y, "-o"); + +% d) +maximo = find(y >= 0.9, 1, 'last') + 1; +fprintf("Tamanho maximo caixa: %d\n", maximo); \ No newline at end of file diff --git a/2ano1/MPEI/aula04/ex03.m b/2ano1/MPEI/aula04/ex03.m new file mode 100644 index 0000000..476649c --- /dev/null +++ b/2ano1/MPEI/aula04/ex03.m @@ -0,0 +1,33 @@ +N = 1e5; +n = 16; + +p_1 = 0.002; +p_2 = 0.005; +p_a = 0.01; + +defeito_1 = rand(n, N) <= p_1; +defeito_2 = rand(n, N) <= p_2; +defeito_a = rand(n, N) <= p_a; + +defeito = defeito_1 | defeito_2 | defeito_a; + +% a) +[gc, grps] = groupcounts(sum(defeito)'); + +probs = gc/N; + +stem(grps, probs); + +% b) +favoraveis = sum((grps >= 2) .* gc); +prob = favoraveis / N; +fprintf("Probabilidade de X >= 2: %f\n", prob); + +% c) +esperado = sum(probs .* grps); +variancia = sum((grps - esperado).^2 .* probs); +desvio = sqrt(variancia); + +fprintf("Media = %f\n", esperado); +fprintf("Variancia = %f\n", variancia); +fprintf("Desvio = %f\n", desvio); diff --git a/2ano1/MPEI/aula05/ex01.m b/2ano1/MPEI/aula05/ex01.m new file mode 100644 index 0000000..d5be3b9 --- /dev/null +++ b/2ano1/MPEI/aula05/ex01.m @@ -0,0 +1,32 @@ +% Coluna 1 - Nao esteve presente na anterior +% Coluna 2 - Esteve presente na anterior +% Linha 1 - Nao vai a aula +% Linha 2 - Vai a aula +T = [0.2, 0.3; 0.8, 0.7]; + +% a) +I = [0; 1]; +probs = T^2*I; +fprintf("a) P = %f\n", probs(2)); + +% b) +I = [1; 0]; +probs = T^2*I; +fprintf("b) P = %f\n", probs(2)); + +% c) +I = [0; 1]; +probs = T^30*I; +fprintf("c) P = %f\n", probs(2)); + +% d) +I = [0.15; 0.85]; +x = 0:1:30; + +y = zeros(1, length(x)); +for i=x + probs = T^i*I; + y(i + 1) = probs(1); +end + +plot(x, y, "+-", "Color", [0, 0, 1, 0.3]); diff --git a/2ano1/MPEI/aula05/ex02.m b/2ano1/MPEI/aula05/ex02.m new file mode 100644 index 0000000..4d8ebac --- /dev/null +++ b/2ano1/MPEI/aula05/ex02.m @@ -0,0 +1,33 @@ +% Coluna - Estado anterior +% Linha - Estado atual +% Linha/Coluna 1 - Grupo A +% Linha/Coluna 2 - Grupo B +% Linha/Coluna 3 - Grupo C +T = [1/3, 1/4, 0; + 1/3, 11/20, 1/2; + 1/3, 1/5, 1/2]; + +% a) +estocastica = all(sum(T) == [1, 1, 1]); +fprintf("a) Estocastica? = %s\n", string(estocastica)); + +% b) +alunos = 90; +I = [2/3; 1/6; 1/6]; + +% c) +dist = T^30*I; +grupos = alunos * dist; + +fprintf("c) Grupo A = %f\n", grupos(1)); +fprintf(" Grupo B = %f\n", grupos(2)); +fprintf(" Grupo C = %f\n", grupos(3)); + +% d) +I = [1/3; 1/3; 1/3]; +dist = T^30*I; +grupos = alunos * dist; + +fprintf("d) Grupo A = %f\n", grupos(1)); +fprintf(" Grupo B = %f\n", grupos(2)); +fprintf(" Grupo C = %f\n", grupos(3)); \ No newline at end of file diff --git a/2ano1/MPEI/aula05/ex03.m b/2ano1/MPEI/aula05/ex03.m new file mode 100644 index 0000000..98d8b79 --- /dev/null +++ b/2ano1/MPEI/aula05/ex03.m @@ -0,0 +1,16 @@ +N = 20; +T = rand(N); +T = T ./ sum(T); + +% a) +estocastica = all(abs(1 - sum(T)) < 1e-15); +fprintf("a) Estocastica? = %s\n", string(estocastica)); + +% b) +I = zeros(N, 1); +I(1) = 1; + +for k=[2, 5, 10, 100] + probs = T^k*I; + fprintf("b) Prob. em %d transicoes: %.5f%%\n", k, probs(20) * 100); +end \ No newline at end of file diff --git a/2ano1/MPEI/aula05/ex04.m b/2ano1/MPEI/aula05/ex04.m new file mode 100644 index 0000000..103e458 --- /dev/null +++ b/2ano1/MPEI/aula05/ex04.m @@ -0,0 +1,38 @@ +p = 0.4; +q = 0.6; + +% Coluna - Estado anterior +% Linha - Estado atual +% Estados: A B C D +T = [p^2, 0, 0, q^2; + (1-p)^2, 0, 0, q*(1-q); + p*(1-p), 0, 0, q*(1-q); + p*(1-p), 1, 1, (1-q)^2]; + +% a) +estocastica = all(abs(1 - sum(T)) < 1e-15); +fprintf("a) Estocastica? = %s\n", string(estocastica)); + +% b) +I = [1; 0; 0; 0]; + +for k=[5, 10, 100, 200] + probs = T^k*I; + fprintf("b) %d transicoes\n", k); + fprintf(" Prob. estado A: %.5f%%\n", probs(1) * 100); + fprintf(" Prob. estado B: %.5f%%\n", probs(2) * 100); + fprintf(" Prob. estado C: %.5f%%\n", probs(3) * 100); + fprintf(" Prob. estado D: %.5f%%\n", probs(4) * 100); +end + +% c) +N = length(T); +M=[T - eye(N); ones(1, N)]; +x = [zeros(N, 1); 1]; +u = M\x; + +fprintf("c)\n"); +fprintf(" Prob. estado A: %.5f%%\n", u(1) * 100); +fprintf(" Prob. estado B: %.5f%%\n", u(2) * 100); +fprintf(" Prob. estado C: %.5f%%\n", u(3) * 100); +fprintf(" Prob. estado D: %.5f%%\n", u(4) * 100); \ No newline at end of file diff --git a/2ano1/MPEI/aula05/ex05.m b/2ano1/MPEI/aula05/ex05.m new file mode 100644 index 0000000..9d9e1dd --- /dev/null +++ b/2ano1/MPEI/aula05/ex05.m @@ -0,0 +1,76 @@ +% a) + +% Coluna - Estado anterior +% Linha - Estado atual +% Estados: Sol Nuvens Chuva +T = [0.7, 0.2, 0.3; + 0.2, 0.3, 0.3; + 0.1, 0.5, 0.4]; + +estocastica = all(abs(1 - sum(T)) < 1e-15); +fprintf("a) Estocastica? = %s\n", string(estocastica)); + +I = [1; 0; 0]; +seguinte = T*I; + +% b) +prob = seguinte(1)^2; +fprintf("b) Prob. dois dias = %.5f%%\n", prob * 100); + +% c) +I_nao_chuva = seguinte; +I_nao_chuva(3) = 0; +I_nao_chuva = I_nao_chuva ./ sum(I_nao_chuva); + +nao_chuva_seguinte = T*I_nao_chuva; +prob = (1 - seguinte(3)) * (1 - nao_chuva_seguinte(3)); +fprintf("c) Prob. dois dias = %.5f%%\n", prob * 100); + +% d) +I = [1; 0; 0]; +dias = 31; +medio = I; + +for k=1:dias- 1 + x=T^k * I; + medio = medio + x; +end + +fprintf("d)\n"); +fprintf(" Medio dias sol = %f\n", medio(1)); +fprintf(" Medio dias nuvens = %f\n", medio(2)); +fprintf(" Medio dias chuva = %f\n", medio(3)); + +% e) +I = [0; 0; 1]; +dias = 31; +medio = I; + +for k=1:dias- 1 + x=T^k * I; + medio = medio + x; +end + +fprintf("e)\n"); +fprintf(" Medio dias sol = %f\n", medio(1)); +fprintf(" Medio dias nuvens = %f\n", medio(2)); +fprintf(" Medio dias chuva = %f\n", medio(3)); + +% f) +probs = [0.1; 0.3; 0.5]; +I_sol = [1; 0; 0]; +I_chuva = [0; 0; 1]; +dias = 31; +medio_sol = sum(probs .* I_sol); +medio_chuva = sum(probs .* I_chuva); + +for k=1:dias- 1 + x_sol = T^k * I_sol; + medio_sol = medio_sol + sum(probs .* x_sol); + x_chuva = T^k * I_chuva; + medio_chuva = medio_chuva + sum(probs .* x_chuva); +end + +fprintf("f)\n"); +fprintf(" N medio dias com dores, se primeiro dia for sol = %f\n", medio_sol); +fprintf(" N medio dias com dores, se primeiro dia for chuva = %f\n", medio_chuva); \ No newline at end of file diff --git a/2ano1/MPEI/aula05/ex06.m b/2ano1/MPEI/aula05/ex06.m new file mode 100644 index 0000000..01ef878 --- /dev/null +++ b/2ano1/MPEI/aula05/ex06.m @@ -0,0 +1,68 @@ +% a) +% Coluna - Estado anterior +% Linha - Estado atual +% Estados: 1 2 4 3 5 +% Estados absorventes no final +T = [0.8 0 0.3 0 0; + 0.2 0.6 0.2 0 0; + 0 0.1 0.4 0 0; + 0 0.3 0 1 0; + 0 0 0.1 0 1]; + +estocastica = all(abs(1 - sum(T)) < 1e-15); +fprintf("a) Estocastica? = %s\n", string(estocastica)); + +% b) +fprintf("b) grafico 1\n"); +x = 1:100; +y = zeros(1, length(x)); + +inicial = [1 0 0 0 0]'; + +for k=x + estado = T^k * inicial; + y(k) = estado(2); +end + +plot(x, y) + +% c) +fprintf("c) grafico 2\n"); +x = 1:100; +y1 = zeros(1, length(x)); +y2 = zeros(1, length(x)); + +inicial = [1 0 0 0 0]'; + +for k=x + estado = T^k * inicial; + y1(k) = estado(4); + y2(k) = estado(5); +end + +figure +plot(x, y1, "red") +hold on +plot(x, y2, "blue") +hold off + +% d) +fprintf("d)\n"); +Q = T(1:3, 1:3) + +% e) +fprintf("e)\n"); +F = (eye(length(Q)) - Q)^-1 + +% f) +fprintf("f)\n"); +t = F' * ones(length(F), 1) + +% g) +fprintf("g)\n"); + +R = T(4:5, 1:3); +B = R * F; + +fprintf("Prob. absorcacao 1 -> 3: %f\n", B(1, 1)) +fprintf("Prob. absorcacao 1 -> 5: %f\n", B(2, 1)) \ No newline at end of file diff --git a/2ano1/MPEI/aula05/ex06_suplementar.m b/2ano1/MPEI/aula05/ex06_suplementar.m new file mode 100644 index 0000000..5ef767b --- /dev/null +++ b/2ano1/MPEI/aula05/ex06_suplementar.m @@ -0,0 +1,106 @@ +T = [0.8 0 0.3 0 0; + 0.2 0.6 0.2 0 0; + 0 0.1 0.4 0 0; + 0 0.3 0 1 0; + 0 0 0.1 0 1]; + +%% a) +N = 1e5; + +start1 = zeros(1, N); +start2 = zeros(1, N); +start4 = zeros(1, N); + +for k=1:N + state = crawl(T, 1, [4 5]); + start1(k) = length(state) - 1; + state = crawl(T, 2, [4 5]); + start2(k) = length(state) - 1; + state = crawl(T, 3, [4 5]); + start4(k) = length(state) - 1; +end + +fprintf("f)\n") +fprintf("Passos medios comecando em 1: %f\n", sum(start1) / N); +fprintf("Passos medios comecando em 2: %f\n", sum(start2) / N); +fprintf("Passos medios comecando em 4: %f\n", sum(start4) / N); + +%% a-g) +N = 1e5; + +end3 = 0; +end5 = 0; + +for k=1:N + state = crawl(T, 1, [4 5]); + if state(end) == 4 + end3 = end3 + 1; + else + end5 = end5 + 1; + end +end + +fprintf("g)\n") +fprintf("Prob. absorcacao por 3: %f\n", end3 / N); +fprintf("Prob. absorcacao por 5: %f\n", end5 / N); + +%% b) + +N = 10000; +C = cell(1, N); + +for k=1:N + initial = randi([1, 3]); + C{k} = crawl(T, initial, [4 5]); +end + +fprintf("b)\n") +fprintf("Tamanho minimo: %f\n", min(cellfun(@length, C))); +fprintf("Tamanho maximo: %f\n", max(cellfun(@length, C))); + +% Note: +% if the Markov chain has more than 1 absorbing state the third argument +% must be a vector with the absorbing states +% for example in a chain with 5 states and considering that +% states 4 and 5 are absorbing states: +% state = crawl(H5, 1, [4 5]) +% +% Random walk on the Markov chain +% Inputs: +% H - state transition matrix +% first - initial state +% last - terminal or absorving state +function [state] = crawl(H, first, last) + % the sequence of states will be saved in the vector "state" + % initially, the vector contains only the initial state: + state = [first]; + % keep moving from state to state until state "last" is reached: + while (1) + state(end+1) = nextState(H, state(end)); + if ismember(state(end), last) % verifies if state(end) is absorbing + break; + end + end +end + +% Returning the next state +% Inputs: +% H - state transition matrix +% currentState - current state +function state = nextState(H, currentState) + % find the probabilities of reaching all states starting at the current one: + probVector = H(:,currentState)'; % probVector is a row vector + n = length(probVector); %n is the number of states + % generate the next state randomly according to probabilities probVector: + state = discrete_rnd(1:n, probVector); +end + +% Generate randomly the next state. +% Inputs: +% states = vector with state values +% probVector = probability vector +function state = discrete_rnd(states, probVector) + U=rand(); + i = 1 + sum(U > cumsum(probVector)); + state= states(i); +end \ No newline at end of file diff --git a/2ano1/MPEI/aula06/ex07.m b/2ano1/MPEI/aula06/ex07.m new file mode 100644 index 0000000..7787098 --- /dev/null +++ b/2ano1/MPEI/aula06/ex07.m @@ -0,0 +1,51 @@ +% a) +% Coluna - Estado anterior +% Linha - Estado atual +% Estados: A B C D E F +H = [0 0 0 0 1 0; + 1 0 0 0 1 0; + 0 1 0 1 0 0; + 0 0 1 0 0 0; + 0 1 0 0 0 0; + 0 0 0 0 1 0]; + +sites = length(H); +links_saida = sum(H); +H = H./(links_saida + (abs(links_saida) 1e-4) + prev_P = P; + P = A*prev_P; + + passos = passos + 1; +end + +% Limite ou vetor estacionario +M=[A - eye(sites); ones(1, sites)]; +x = [zeros(sites, 1); 1]; +u = M\x; \ No newline at end of file diff --git a/2ano1/MPEI/exame-pratico-2022-2023/BloomFilter.m b/2ano1/MPEI/exame-pratico-2022-2023/BloomFilter.m new file mode 100644 index 0000000..90a459b --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/BloomFilter.m @@ -0,0 +1,51 @@ +classdef BloomFilter < handle + properties (Access = private) + members, + filter_array, + number_of_hashes, + hash_function + end + + methods + function obj = BloomFilter(n, k, hash) + obj.members = 0; + obj.filter_array = false(1, n); + obj.number_of_hashes = k; + obj.hash_function = hash; + end + + function [] = insert(obj, key) + key = convertStringsToChars(key); + n = length(obj.filter_array); + + for i=1:obj.number_of_hashes + key = [key num2str(i)]; + h = obj.hash_function(key, n) + 1; + obj.filter_array(h) = true; + end + + obj.members = obj.members + 1; + end + + function [contained] = contains(obj, key) + key = convertStringsToChars(key); + n = length(obj.filter_array); + + for i=1:obj.number_of_hashes + key = [key num2str(i)]; + h = obj.hash_function(key, n) + 1; + if ~obj.filter_array(h) + contained = false; + return + end + end + + contained = true; + end + + function [members] = get_members(obj) + members = obj.members; + end + end +end + diff --git a/2ano1/MPEI/exame-pratico-2022-2023/CalculateSignaturesWithShingles.m b/2ano1/MPEI/exame-pratico-2022-2023/CalculateSignaturesWithShingles.m new file mode 100644 index 0000000..df7c2e1 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/CalculateSignaturesWithShingles.m @@ -0,0 +1,16 @@ +function [assinaturas] = CalculateSignaturesWithShingles(Corpus, k_hashes) +N = length(Corpus); + +assinaturas = zeros(N, k_hashes); + +h = waitbar(0,"Calculating signatures (with shingles)"); + +for i=1:N + waitbar(i/N,h); + + assinaturas(i, :) = SignatureForText(Corpus{i}, k_hashes); +end + +delete (h) +end + diff --git a/2ano1/MPEI/exame-pratico-2022-2023/SignatureForText.m b/2ano1/MPEI/exame-pratico-2022-2023/SignatureForText.m new file mode 100644 index 0000000..fc39169 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/SignatureForText.m @@ -0,0 +1,28 @@ +function [assinatura] = SignatureForText(text, k_hashes) +assinatura = inf(1, k_hashes); + +k_grams = 3; + +text_length = length(text); + +% If the text is smaller than the shingle size, then consider the +% full text as a shingle, there are some titles that are only 1 char +% long, so independent of `k_grams` (except for 1) we need this. +if text_length < k_grams + for hashFuncN=1:k_hashes + hash = hf1(text, hashFuncN); + assinatura(hashFuncN) = min(hash, assinatura(hashFuncN)); + end +end + +for shingle_start=1:(text_length - k_grams + 1) + shingle_end = shingle_start + k_grams - 1; + shingle = text(shingle_start:shingle_end); + + for hashFuncN=1:k_hashes + hash = hf1(shingle, hashFuncN); + assinatura(hashFuncN) = min(hash, assinatura(hashFuncN)); + end +end +end + diff --git a/2ano1/MPEI/exame-pratico-2022-2023/crawl.m b/2ano1/MPEI/exame-pratico-2022-2023/crawl.m new file mode 100644 index 0000000..35501b4 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/crawl.m @@ -0,0 +1,37 @@ +% Random walk on the Markov chain +% Inputs: +% H - state transition matrix +% first - initial state +% last - terminal or absorving state +function [state] = crawl(H, first, last) +% the sequence of states will be saved in the vector "state" +% initially, the vector contains only the initial state: +state = [first]; +% keep moving from state to state until state "last" is reached: +while (1) + state(end+1) = nextState(H, state(end)); + if ismember(state(end), last) % verifies if state(end) is absorbing + break; + end +end +end +% Returning the next state +% Inputs: +% H - state transition matrix +% currentState - current state +function state = nextState(H, currentState) +% find the probabilities of reaching all states starting at the current one: +probVector = H(:,currentState)'; % probVector is a row vector +n = length(probVector); %n is the number of states +% generate the next state randomly according to probabilities probVector: +state = discrete_rnd(1:n, probVector); +end +% Generate randomly the next state. +% Inputs: +% states = vector with state values +% probVector = probability vector +function state = discrete_rnd(states, probVector) +U=rand(); +i = 1 + sum(U > cumsum(probVector)); +state= states(i); +end diff --git a/2ano1/MPEI/exame-pratico-2022-2023/ex01.m b/2ano1/MPEI/exame-pratico-2022-2023/ex01.m new file mode 100644 index 0000000..8dfa7bb --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/ex01.m @@ -0,0 +1,44 @@ +% Considere um jogo de tabuleiro para crianças muito simples e que envolve 2 +% jogadores de cada vez. Neste jogo, cada jogador parte da casa 1 e ganha o que +% chegar mais depressa a casa /Meta/. +% +% O percurso de cada jogador desde a casa 1 até à casa /Meta/ segue o diagrama +% a seguir que indica as casas para onde o jogador se pode mover durante o jogo. +% A escolha do percurso depende do resultado do lançamento de uma moeda ao ar +% que não é equilibrada (moeda diferente em cada casa). O resultado do +% lançamento em cada casa depende de um parâmetro /alpha_i/, sendo /i/ o +% número da casa. Nas alíneas seguintes assuma +alpha = [0.2, 0, 0.3, 0.1, 0.45]; + +% Parte A + +% Coluna - Estado anterior +% Linha - Estado atual +T = [ + 0 0 0 0 0 0; + alpha(1) 0 0 0 0 0; + 0 0 0 alpha(4) alpha(5) 0; + 0 0 alpha(3) 0 (1 - alpha(5)) 0; + (1 - alpha(1)) 1 (1 - alpha(3)) 0 0 0; + 0 0 0 (1 - alpha(4)) 0 1; + ]; + +estocastica = all(abs(1 - sum(T)) < 1e-15); +fprintf("(Sanity Check) Estocastica? = %s\n", string(estocastica)); + +% Parte B +% O caminho mais curto até a meta é 1 -> 5 -> 4 -> Meta + +P = T(5, 1) * T(4, 5) * T(6, 4); +fprintf("b) Probabilidade = %f\n", P); + +% Parte C +N_estados_absorventes = 1; +Q = T(1:end-N_estados_absorventes, 1:end-N_estados_absorventes); + +F = (eye(length(Q)) - Q)^-1; + +% Tempo médio até absorção +t = F' * ones(length(F), 1); + +fprintf("c) Número de passos médios até meta = %f\n", t(1) + 1); diff --git a/2ano1/MPEI/exame-pratico-2022-2023/ex02.m b/2ano1/MPEI/exame-pratico-2022-2023/ex02.m new file mode 100644 index 0000000..0385403 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/ex02.m @@ -0,0 +1,36 @@ +%% Parte A + +% P_fp ≈ (1 - e^(-km/n))^k +k = 1; +m = 300; + +P_fp = @(n) (1 - exp(-k*m ./ n)) .^ k; + +n = round(fzero(@(n) P_fp(n) - 0.03, [100, 10000])); + +fprintf("a) Número de elementos N = %f\n", n); + +% Manualmente +% n = -m / ln(1 - P_fp) (para k = 1) + +%% Parte B + +words = rand_keys(10000, [5 8], 'a':'z', [0.4, 0.6]); + +filter = BloomFilter(n, k, @(key, size) mod(string2hash(key), size)); + +for i=1:m + filter.insert(words{i}); +end + +false_positives = 0; +test_words = (m + 1):length(words); +for i=test_words + if filter.contains(words{i}) + false_positives = false_positives + 1; + end +end + +false_positive_rate = false_positives / length(test_words); + +fprintf("b) Taxa de falsos positivos = %f\n", false_positive_rate); diff --git a/2ano1/MPEI/exame-pratico-2022-2023/ex03.m b/2ano1/MPEI/exame-pratico-2022-2023/ex03.m new file mode 100644 index 0000000..b818bbc --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/ex03.m @@ -0,0 +1,20 @@ +Frases = { + 'Lisboa e Porto são duas cidades importantes de Portugal.' + 'Lisboa é a capital de Portugal.' + 'Porto é a capital do Norte de Portugal.' + 'Portugal não é só Lisboa e Porto.' + }; + +k = 4; + +assinaturas = CalculateSignaturesWithShingles(Frases, k); + +Nf = length(Frases); + +J = zeros(Nf); +for n1= 1:Nf + for n2 = n1+1:Nf + diff = sum(assinaturas(n1, :) ~= assinaturas(n2, :)); + J(n1, n2) = diff / k; + end +end diff --git a/2ano1/MPEI/exame-pratico-2022-2023/hf1.m b/2ano1/MPEI/exame-pratico-2022-2023/hf1.m new file mode 100644 index 0000000..317d4b6 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/hf1.m @@ -0,0 +1,37 @@ +function hashCode = hf1(shingle,nhf) +% USAGE EXAMPLE: hc=hf1('abcd',3) +% input : shingle - string (of length 3) +% nhf - number of the hash function to apply (1 to 5) +% output: hashCode - from 0 to 1012 (M-1) + +l = 3; % shingle length, don't change +n = 5; % max number of hash function + +M = 1013; % to limit hashcode to M-1 + +if length(shingle) ~= l + fprintf(1,'ERROR! 1st parameter must have %d characters\n',l); + + hashCode = -1; + return +end + +if nhf <1 || nhf > n + fprintf(1,'ERROR! hf number must be between 1 and %d\n',n); + hashCode = -1; + return +end + +R =[15761,14189,65576,75776; + 97062,42177, 3571,74315; + 95719,91576,84915,39223; + 48539,79223,93402,65549; + 80030,95952,67875,17119]; + +R=R(:,1:l); + +% each line of R defines a different hash function +r=R(nhf,:); + +% (\sum r * x ) mode M +hashCode=mod(sum (r.* double(shingle)),M); diff --git a/2ano1/MPEI/exame-pratico-2022-2023/rand_keys.m b/2ano1/MPEI/exame-pratico-2022-2023/rand_keys.m new file mode 100644 index 0000000..41bb656 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/rand_keys.m @@ -0,0 +1,48 @@ +function [keys] = rand_keys(N, lenghts, alphabet, lenghts_probs, probs) +arguments + N {mustBeInteger, mustBeNonnegative} + lenghts (1, :) {mustBeInteger, mustBeNonnegative} + alphabet (1, :) + lenghts_probs (:, 1) = ones(length(lenghts), 1) / length(lenghts) + % If the probabilities aren't passed to the function assume a uniform distribution + probs (:, 1) = ones(length(alphabet), 1) / length(alphabet) +end +% Helper function for generating N unique random strings that use the provided +% alphabet with the probability distribution specified in probs and have lengths +% as defined in the `lenghts` parameter which follows the probability distribution +% specified in `length_probs`. + +% Pre allocate the result cell array +keys = cell(1, N); + +% Do a first pass generating the N keys +for i=1:N + keys{i} = generate_one_key(lenghts, lenghts_probs, alphabet, probs); +end + +% Filter out duplicate keys +keys = unique(keys); + +% Generate unique keys until the size of the cell array equals N +while length(keys) ~= N + key = generate_one_key(lenghts, lenghts_probs, alphabet, probs); + if ~ismember(key, keys) + keys{length(keys) + 1} = key; + end +end +end + +function [key] = generate_one_key(lenghts, lenghts_probs, alphabet, probs) +% Helper function to generate a random key + +% Randomize the key size +U = rand(); +i = 1 + sum(U > cumsum(lenghts_probs)); +tamanho = lenghts(i); + +% Generate random indices for the alphabet array based on the probabilities +U = rand(1, tamanho); +positions = 1 + sum(U > cumsum(probs)); + +key = alphabet(positions); +end diff --git a/2ano1/MPEI/exame-pratico-2022-2023/string2hash.m b/2ano1/MPEI/exame-pratico-2022-2023/string2hash.m new file mode 100644 index 0000000..efc8f0a --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2022-2023/string2hash.m @@ -0,0 +1,48 @@ +function hash=string2hash(str,type) +% This function generates a hash value from a text string +% +% hash=string2hash(str,type); +% +% inputs, +% str : The text string, or array with text strings. +% outputs, +% hash : The hash value, integer value between 0 and 2^32-1 +% type : Type of has 'djb2' (default) or 'sdbm' +% +% From c-code on : http://www.cse.yorku.ca/~oz/hash.html +% +% djb2 +% this algorithm was first reported by dan bernstein many years ago +% in comp.lang.c +% +% sdbm +% this algorithm was created for sdbm (a public-domain reimplementation of +% ndbm) database library. it was found to do well in scrambling bits, +% causing better distribution of the keys and fewer splits. it also happens +% to be a good general hashing function with good distribution. +% +% example, +% +% hash=string2hash('hello world'); +% disp(hash); +% +% Function is written by D.Kroon University of Twente (June 2010) + + +% From string to double array +str=double(str); +if(nargin<2), type='djb2'; end +switch(type) + case 'djb2' + hash = 5381*ones(size(str,1),1); + for i=1:size(str,2), + hash = mod(hash * 33 + str(:,i), 2^32-1); + end + case 'sdbm' + hash = zeros(size(str,1),1); + for i=1:size(str,2), + hash = mod(hash * 65599 + str(:,i), 2^32-1); + end + otherwise + error('string_hash:inputs','unknown type'); +end \ No newline at end of file diff --git a/2ano1/MPEI/exame-pratico-2023-2024/CalculateMinHash.m b/2ano1/MPEI/exame-pratico-2023-2024/CalculateMinHash.m new file mode 100644 index 0000000..6845111 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2023-2024/CalculateMinHash.m @@ -0,0 +1,17 @@ +function [assinaturas] = CalculateMinHash(Set, Nl, k) +assinaturas = inf(Nl, k); + +for u=1:Nl + items = Set(u, :); + + for item_idx=1:length(items) + item = items{item_idx}; + + for hashFuncN=1:k + hash = hf24(item, hashFuncN); + assinaturas(u, hashFuncN) = min(hash, assinaturas(u, hashFuncN)); + end + end +end +end + diff --git a/2ano1/MPEI/exame-pratico-2023-2024/CountingBloomFilter.m b/2ano1/MPEI/exame-pratico-2023-2024/CountingBloomFilter.m new file mode 100644 index 0000000..f0202a5 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2023-2024/CountingBloomFilter.m @@ -0,0 +1,34 @@ +classdef CountingBloomFilter < handle + properties (Access = private) + filter_array, + number_of_hashes, + end + + methods + function obj = CountingBloomFilter(n, k) + obj.filter_array = zeros(1, n); + obj.number_of_hashes = k; + end + + function [] = insert(obj, key) + n = length(obj.filter_array); + + hashes = kHashValues(key, obj.number_of_hashes); + positions = mod(hashes, n) + 1; + + for pos=positions + obj.filter_array(pos) = obj.filter_array(pos) + 1; + end + end + + function res = getInsertedAssured(obj, key) + n = length(obj.filter_array); + + hashes = kHashValues(key, obj.number_of_hashes); + positions = mod(hashes, n) + 1; + + res = min(obj.filter_array(positions)); + end + end +end + diff --git a/2ano1/MPEI/exame-pratico-2023-2024/cars3.xlsx b/2ano1/MPEI/exame-pratico-2023-2024/cars3.xlsx new file mode 100644 index 0000000000000000000000000000000000000000..7e6a9ea9383a1fdba48f13463eef0d3429ccbbfb GIT binary patch literal 10454 zcmeHtg8`h`x~kQc;NbBAhyY{&06+~;mVm`Eg#iGP;Q;_V05Yth zl#8>6wX=umOJ7%OkTJWDlOt6zJS<}&02X@x|Jr}?2vn!5sP=PWzrK-Qp}u$qbk?Ve z$o1%*z-89JG}}_JoNHj4XliP)*=j~Enhsk^U>hp9>F#V0A*mC}W1}uUuf^}TpyGA~ zFAR<;p7RBcxX477zR{T%X8c5=9$z&YH|0SN;HmY}i_K(QQHb$G%kS$$a_yY?@s(-I z`pxIU!?xVeP6~8qtMBBYC2#yNG!iHZHPDn6w`0X!F8}fd0i4CE5)agQlLFVt<`#5LcNaot8S#X7?0#4U`6!9~`J=8T5_uZ} z!xQ(V%6#F|ewT`{OgOhnKhMybHxCM>V!mLs3%}#w3{L7-9H~+;g2)X}sd(s(A%R4X z=8pHqF<>3+O~&2DFvkE@si!A6fcoEf3D)MMy@Xy-hSClV%1cvsYex_V`)|kp@$tWy zgnxPU>QoiAeopkrQ~CR-;hVYDWNb+#ZwdJh>X$(w3M*LPgc3T^)gA^i?3X0raB{(2 zLH8ret0D=9!_?PXyw!2I_`Q1%FdiiH(*b&>yn`0m61h06U_-V7*x?;v-nX9GbgF_y(Y50g}?AHZ6Yst zA+!7dLp)kg`FJ{qU>Ia!vsfE2>_~leOQNl1D`;15QQ$5_<7;Z=_z@zV*Ms*Ez^3|U zSd)eq_Xqcc+z_zvD%hZj_k1+pcYq(IziRmGb66bZ`!%SG`X@<92-B>R;Q#;#)R$pF zN5;pI!`sE(!NSGG;Wx)st?lHJCq(oRRQ7;0;7zC;f<5a&(`lQr#5~gIr5npDIEY`> zxkEBjntQ!|LnOJxI-~9Etzl9B;2Kacw3j`a)X_LukYnp(tl}A9en?Vfn}2cWRvD~M zKRg4LO=Skk7&lZr_K`en&qejHw}5>N7Ov6|0opusASV89b6#E>pdI@mMwJiVzIx@E=ZbwSU2%Ao}`t)Jbmel!L%r~-D z{ku8qK{T&*C0*LQF>cezLP{hf%f9nh}TMiJmFL%XST zZBed1x98yHIMgtf`|Z@Fqx4o(u@$9g5KM#+g|uhoQ^K?8IZPE6ve{>N!${G_9w5Bn`YuX6qLfcOG|prlW}ZD8bk#MyMDC zbtR-nWw$|TWm+4(T^9XFD%U^5cV!&inuO3+4Jg9FP9veJ3(p8|}PfIjnGf@%r_0+M(Mx`MJQS>mG!l$YV6GSFY~CugrYBJ32*q zuIWvJ{N=|nFr95QT!RAY_27d!w(I(F2VKzYJxFVpRLcjc(yHDJveBNwU4ln zKQ}Qg(^K;VU9OWdw;SutD{;WNMEahN4SC%>$J~O$yXs|mABzj`hv#@IjNmc`8G}Q% z_+CR1CWnBBdwh6Q^&Jf}7lhX)mO9K@fG_av2P2R;s-&Do`m$|0lGlEm)05jCG)X=J zHTa`VJ0W)wTE{hEO)V`{xlFHipW39BuMyvd`BF|nh*1&_YeYNv> zXl@-k)BjYNJ@aqzm{5CP0k!u;&^!KZ??JZK)*c{^-%nh>8U8nE%ZbZW*pa6!SLE0? zT!S%bD)=_q;DmN>?UpEqupur~BEn&F?W3Lyxz#CpTtBHr&zLS1E(RIGR3Mi!^I={{8B!<&5)?MGCe{~#~Fin6WOg$=Ht~* z190~{Vqdgz^Q}If~Q3p*C`w&iUKC)Df(M;7rY)*L1JM3 zRWm9|>Z04&!hzaiI*Kp7@m?@qWKwo`{vqaB*vMKlUBO%ZMFhS8TE~D$&*j}$hT6|A z)%@BKiF_AIv&t!dDiK07H&MLxagekn#LpJF-#Kz6T|u;Z*Tj#~sC1GFB@ka=sVe9e zusHCq4j|p9(@YJakZTMVdY$1kvG4DZvD|xKeq<-9|IiN!I&F?ec$iDUWp0?;%v%kH z0oTGU$+k6->{%$q9|kd1)42)MDr6L~+h)?^6{tqx@n#xQR^NJ(ZRG#dkM@7|n&{@; 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diff --git a/2ano1/MPEI/exame-pratico-2023-2024/ex02.m b/2ano1/MPEI/exame-pratico-2023-2024/ex02.m new file mode 100644 index 0000000..292f256 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2023-2024/ex02.m @@ -0,0 +1,29 @@ +load input.mat + +Np = length(list); +Na = sum(strcmp(list, 'Adão')); + +fprintf("a) Número de pessoas no universo = %f\n", Np); +fprintf("a) Número de pessoas chamadas Adão = %f\n", Na); + +filter = CountingBloomFilter(500, 4); + +for i=1:Np + filter.insert(list{i}); +end + +fprintf("a) Número de pessoas chamadas Adão no bloom filter = %f\n", filter.getInsertedAssured('Adão')); + +% Parte B + +n = [0 0 0 0]; + +for i=1:length(extra) + num = filter.getInsertedAssured(extra{i}); + num = min(num, 3) + 1; + n(num) = n(num) + 1; +end + +P = n / length(extra); + +fprintf("b) Prob. de 0: = %.5f\n Prob. de 1: = %.5f\n Prob. de 2: = %.5f\n Prob. de 3: = %.5f\n", P); diff --git a/2ano1/MPEI/exame-pratico-2023-2024/ex03.m b/2ano1/MPEI/exame-pratico-2023-2024/ex03.m new file mode 100644 index 0000000..6b191ca --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2023-2024/ex03.m @@ -0,0 +1,15 @@ +tabela = readcell("cars3.xlsx", "NumHeaderLines", 1); + +S = size(tabela); +Nl = S(1); + +k = 4; +assinaturas = CalculateMinHash(tabela, Nl, k); + +J = zeros(Nl); +for n1= 1:Nl + for n2 = n1+1:Nl + diff = sum(assinaturas(n1, :) ~= assinaturas(n2, :)); + J(n1, n2) = diff / k; + end +end diff --git a/2ano1/MPEI/exame-pratico-2023-2024/hf24.m b/2ano1/MPEI/exame-pratico-2023-2024/hf24.m new file mode 100644 index 0000000..4edd3f1 --- /dev/null +++ b/2ano1/MPEI/exame-pratico-2023-2024/hf24.m @@ -0,0 +1,50 @@ +function hashCode = hf24(element,nhf) +% USAGE EXAMPLE: hc=hf24('abcd',3) +% input : element - string +% nhf - number of the hash function to apply (1 to 5) +% output: hashCode - from 0 to 1012 (M-1) + +% AT, jan 2024 + +%% configuration parameter. Do not chage +l = 4; % length, don't change +n = 5; % max number of hash function +M = 1013; % to limit hashcode to M-1 + + +%% check if nhf in the correct range +if nhf <1 || nhf > n + fprintf(1,'ERROR! hf number must be between 1 and %d\n',n); + hashCode = -1; + return +end + + +%% use only l chars. Pad with spaces if shorter than l +if length(element) < l + desired_length = l; + element = sprintf('%-*s', desired_length, element); +else + element = element(1:l); % keep only 1st l chars +end + + +R =[15761,14189,65576,75776; + 97062,42177, 3571,74315; + 95719,91576,84915,39223; + 48539,79223,93402,65549; + 80030,95952,67875,17119]; + +R=R(:,1:l); + +% each line of R defines a different hash function +r=R(nhf,:); + +% (\sum r * x ) mode M +hashCode=mod(sum (r.* double(element)),M); + +% uncomment to see results during debugging +%fprintf("%s -> %d\n",element,hashCode) + + + diff --git a/2ano1/MPEI/exame-pratico-2023-2024/input.mat b/2ano1/MPEI/exame-pratico-2023-2024/input.mat new file mode 100644 index 0000000000000000000000000000000000000000..c946d6fcbf2137b3b1c5126d50d78f82921d4b63 GIT binary patch literal 33591 zcma%hc{CKz-*=K!$|(CfNkT-H>`~J1W zP2=~DAK!R*xhdZ?*0R(!l$VpZspa+B@#E`PH$B{yZyI>G-_&z-zbXCTri`?*oPx5P z;!T{yD 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mod(hash*33+key(i),2^32-1); + end + for i= 1:k + hash = mod(hash*33+double(num2str(i)),2^32-1); + out(i)= hash; + end +end \ No newline at end of file diff --git a/2ano1/MPEI/guiao04/Hashtable/hashtable.m b/2ano1/MPEI/guiao04/Hashtable/hashtable.m new file mode 100644 index 0000000..0cbcc2d --- /dev/null +++ b/2ano1/MPEI/guiao04/Hashtable/hashtable.m @@ -0,0 +1,36 @@ +classdef hashtable < handle + properties (Access = private) + fun + size + buckets + + collisions + end + + methods + function obj = hashtable(size, fun) + obj.fun = fun; + obj.size = size; + % Preallocate array + a = [hashtable_entry()]; + a(size) = hashtable_entry(); + obj.buckets = a; + + obj.collisions = 0; + end + + function [] = add(obj, key, value) + hash = mod(obj.fun(key), obj.size - 1) + 1; + + collided = obj.buckets(hash).add(key, value); + if collided + obj.collisions = obj.collisions + 1; + end + end + + function collisions = get_collisions(obj) + collisions = obj.collisions; + end + end +end + diff --git a/2ano1/MPEI/guiao04/Hashtable/hashtable_entry.m b/2ano1/MPEI/guiao04/Hashtable/hashtable_entry.m new file mode 100644 index 0000000..b08547a --- /dev/null +++ b/2ano1/MPEI/guiao04/Hashtable/hashtable_entry.m @@ -0,0 +1,30 @@ +classdef hashtable_entry < handle + properties (Access = private) + occupied + head + end + + methods + function obj = hashtable_entry() + obj.occupied = false; + obj.head = NaN; + end + + function [collided] = add(obj, key, value) + new_kv = hashtable_kv(key, value); + + collided = obj.occupied; + if obj.occupied + obj.head.chain(new_kv); + else + obj.occupied = true; + obj.head = new_kv; + end + end + + function occupied = is_occupied(obj) + occupied = obj.occupied; + end + end +end + diff --git a/2ano1/MPEI/guiao04/Hashtable/hashtable_examples.m b/2ano1/MPEI/guiao04/Hashtable/hashtable_examples.m new file mode 100644 index 0000000..a963a6c --- /dev/null +++ b/2ano1/MPEI/guiao04/Hashtable/hashtable_examples.m @@ -0,0 +1,36 @@ +%% setup +i_min = 6; +i_max = 20; +alphabet = ['a':'z', 'A':'Z']; +keys = rand_keys(1e5, i_min, i_max, alphabet); + +%% tables +for size=[5e5, 1e6, 2e6] + functions = { + {"string2hash (djb2)", @(key) string2hash(key, "djb2")}; + {"string2hash (sdbm)", @(key) string2hash(key, "sdbm")}; + {"hashstring", @(key) hashstring(key, size)}; + {"DJB31MA", @(key) DJB31MA(key, 0)} + }; + + for f = 1:length(functions) + fun = functions{f}{2}; + table = hashtable(size, fun); + + for i=1:length(keys) + key = keys{i}; + table.add(key, key); + end + + fprintf("Finished for hashtable of size %d using %s\n", size, functions{f}{1}); + fprintf(" Registered %d collisions\n", table.get_collisions()); + end +end + + +%% test +hashes = zeros(1, length(keys)); +for i=1:length(keys) + key = keys{i}; + hashes(i) = hashstring(key, 5e5); +end \ No newline at end of file diff --git a/2ano1/MPEI/guiao04/Hashtable/hashtable_kv.m b/2ano1/MPEI/guiao04/Hashtable/hashtable_kv.m new file mode 100644 index 0000000..e97e2cb --- /dev/null +++ b/2ano1/MPEI/guiao04/Hashtable/hashtable_kv.m @@ -0,0 +1,26 @@ +classdef hashtable_kv < handle + properties (Access = private) + key + value + next + end + + methods + function obj = hashtable_kv(key, value) + obj.key = key; + obj.value = value; + obj.next = NaN; + end + + function [] = chain(obj, next_kv) + if strcmp(obj.key, next_kv.key) + obj.value = next_kv.value; + elseif isa(obj.next, "double") + obj.next = next_kv; + else + obj.next.chain(next_kv); + end + end + end +end + diff --git "a/2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/DJB31MA.m" "b/2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/DJB31MA.m" new file mode 100644 index 0000000..82484ce --- /dev/null +++ "b/2ano1/MPEI/guiao04/Sec\303\247\303\243o 1/DJB31MA.m" @@ -0,0 +1,14 @@ +function h= DJB31MA( chave, seed) +% implementação da hash function DJB31MA com base no algoritmo obtido +% no resumo 2014(PJF) que está em C +% +% chave array de caracteres com a chave +% seed semente que permite obter vários hash codes para a mesma chave 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