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02 哥德爾
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ccckmit edited this page
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Home
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00
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00 Home
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00 上冊 理論篇
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00 目錄
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00b
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01
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01 LambdaCalculus
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01 Lambda與Python
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01 希爾伯特
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01 希爾伯特的問題
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01b LambdaCalculus
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02
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02 FunctionalProgramming
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02 LambdaCalculus
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02 哥德爾
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02 哥德爾的定理
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02b FunctionalProgramming
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03
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03 Church
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03 LambdaLazy
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03 丘奇的函數
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03 布林系統
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03b LambdaLazy
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04
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04 Curry
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04 Turing
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04 圖靈的機器
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04 數字系統
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04b Curry
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05
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05 ClosureData
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05 喬姆斯基的語法
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05 比較判斷
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05b ClosureData
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06
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06 ChurchBoolean
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06 Y Combinator
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06 庫克的證明
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06b ChurchBoolean
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07
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07 ChurchNumeral
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07 資料結構
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07 馮紐曼的報告
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07b ChurchNumeral
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08
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08 Combinator
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08 從語言到機器
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08 演算法
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08b Combinator
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08c combinator
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09
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09 LambdaAgain
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09 下冊 實作篇
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09 完整的LambdaCalculus
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09 機器的語言
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09b LambdaAgain
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10
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10 LambdaAfter
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10 LambdaCalculus之後
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10 編譯與解譯
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10b LambdaAfter
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11
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11 作業系統
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11b Unsolvable
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12
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12 網路協定
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13
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13 演算法
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14 人工智慧
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15 理論與實作
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A1
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A1 參考文獻
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A1 有類型LambdaCalculus與Haskell
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A1 有類型LambdaCalculus與Haskell
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A2 簡單類型λ演算
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A2 簡單類型λ演算
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A3 不動點組合子
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A3 不動點組合子
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A4 組合子邏輯
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A4 組合子邏輯
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A5 系統F
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A5 系統F
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A6 SKI組合子演算
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A6 SKI組合子演算
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A7 BCKW系統
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A7 BCKW系統
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A8 交互組合子
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analysis
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analysis
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bak
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bool
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ChatGpt
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DSL
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exp
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from
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FunctionalProgramming教學錄影
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FunctionalProgramming教學錄影拷貝
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if
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LambdaCalculus
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lambdaCalculus.clj
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LambdaCalculus教學錄影
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LambdaCalculus教學錄影
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LambdaCalculus教學錄影
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list
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logic
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MillenniumPrizeProblems
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NP Complete問題
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P1 haskell
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P2 coq
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PushdownAutomaton
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R1 參考文獻
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R1 參考文獻
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README
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run
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ycombinator
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λ算法
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λ算法
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何謂嚴格的數學證明?
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化約為布林邏輯滿足問題
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哈佛架構與馮紐曼架構
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圖靈停止問題
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圖靈機
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圖靈機與現代電腦的差異
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套件庫
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希爾伯特的23個數學問題
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形式系統
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悖論與數學危機
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數學是計算嗎?
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數學符號的念法
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數學與科學
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有限狀態機
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歌德爾不完備定理
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生成函數
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邏輯
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邏輯推論
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關係
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集合、悖論與數學危機
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集合論
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非決定型圖靈機
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Show 171 more pages…
數學、語言、機器與程式
從希爾伯特到圖靈的那些故事
-- 以 Python 展現這些故事背後的程式
01-希爾伯特的問題
02-哥德爾的定理
03-丘奇的函數
04-圖靈的機器
05-喬姆斯基的語法
06-庫克的證明
07-馮紐曼的報告
08-從語言到機器
A1-參考文獻
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