-
Notifications
You must be signed in to change notification settings - Fork 1
New issue
Have a question about this project? Sign up for a free GitHub account to open an issue and contact its maintainers and the community.
By clicking “Sign up for GitHub”, you agree to our terms of service and privacy statement. We’ll occasionally send you account related emails.
Already on GitHub? Sign in to your account
rmd html tex tips #2
Comments
very glad you went there!
I am confused though. I have been using raw tex which does however get
rendered into html (no need for pdf), I believe via MathJax. (I think
bookdown does that). You even get a preview on RStudio.
What is the advantage of texpreview over the run-of-the-mill approach?
Dan
…On Fri, Feb 28, 2020 at 8:08 PM yonicd ***@***.***> wrote:
sorry.. i was snooping in the main doc... i saw in this file you were
using raw tex. I think {texPreview}
<https://metrumresearchgroup.github.io/texPreview> can make your life
easier with rmds that aren't pdf.
It's main job is to make tex table work much easier, where you can iterate
the table while you work, just like you would a ggplot in the viewer. it
supports kable/kableExtra/xtable and other classes like texreg and
equatiomatic.
specific to your usecase it has it's own chunk engine
<https://metrumresearchgroup.github.io/texPreview/articles/engine.html>
where you can preview tex snippets with the play button of the chunk. The
same chunk will let you treat tex just like any other chunk when you knit
the document.
here is an example.
---
title: "Untitled"
output: html_document
---
```{r setup, include=FALSE}
knitr::opts_chunk$set(echo = TRUE)
library(texPreview)
```
```{texpreview}
$$
\begin{array}{cclcc}
\text{index} & \text{kimb} & \text{name} & \text{similarity} & \text{proven by} \\
\hline
1 & X_{1}^* & \text{Incenter} & \text{J}^t & \text{OR,RG} \\
2 & X_{2}^* & \text{Centroid} & \text{B} & \text{ST+RS} \\
3 & X_{3}^* & \text{Circumcenter} & \text{C}^t & \text{RG,CF} \\
4 & X_{4}^* & \text{Orthocenter} & \text{B}^t & \text{RG} \\
5 & X_{5}^* & \text{9-Point Center} & & \text{RG} \\
6 & X_{7}^* & \text{Gergonne Point} & \text{B} & \text{MH} \\
7 & X_{8}^* & \text{Nagel Point} & & \text{RG} \\
8 & X_{10}^* & \text{Spieker Center} & \text{B}^t & \text{MH} \\
9 & X_{11}^* & \text{Feuerbach Point} & \text{C}^* & \text{RG} \\
10 & X_{12}^* & \text{$\{X_{1},X_{5}\}$-Harmonic Conjugate of $X_{11}$} & & \text{RG} \\
11 & X_{20} & \text{de Longschamps Point} & & \\
12 & X_{21} & \text{Schiffler Point} & & \\
13 & X_{35} & \text{$\{X_{1},X_{3}\}$-Harmonic Conjugate of $X_{36}$} & & \\
14 & X_{36} & \text{Inverse-in-Circumcircle of Incenter} & & \\
15 & X_{40}^* & \text{Bevan Point} & \text{B}^t & \text{MH} \\
16 & X_{46} & \text{$X_{4}$-Ceva Conjugate of $X_{1}$} & & \\
17 & X_{55} & \text{Insimilicenter(Circumcircle,Incircle)} & \\
18 & X_{56} & \text{Exsimilicenter(Circumcircle,Incircle)} & & \\
19 & X_{57}^* & \text{Isogonal Conjugate of $X_{9}$} & & \text{MH} \\
20 & X_{63}^* & \text{Isogonal Conjugate of $X_{19}$} & & \text{MH} \\
21 & X_{65} & \text{Orthocenter of the Intouch Triangle} & & \\
22 & X_{72} & \text{Isogonal Conjugate of $X_{28}$} & & \\
23 & X_{78} & \text{Isogonal Conjugate of $X_{34}$} & & \\
24 & X_{79} & \text{Isogonal Conjugate of $X_{35}$} & & \\
25 & X_{80} & \text{Reflection of Incenter in Feuerbach Point} & & \\
26 & X_{84} & \text{Isogonal Conjugate of $X_{40}$} & & \\
27 & X_{88}^* & \text{Isogonal Conjugate of $X_{44}$} & \text{B}^* & \\
28 & X_{90} & \text{$X_{3}$-Cross Conjugate of $X_{1}$} & \\
29 & X_{100}^* & \text{Anticomplement of Feuerbach Point} & \text{B}^* & \text{RG} \\
\end{array}
$$
```
[image: image]
<https://user-images.githubusercontent.com/1755487/75593832-9910f700-5a54-11ea-9e46-89ba9323fb50.png>
```{texpreview}
$$
\begin{array}{cll}
1 & X_{2}^* & \text{Centroid} \\
2 & X_{4}^* & \text{Orthocenter} \\
3 & X_{7}^* & \text{Gergonne Point} \\
4 & X_{10}^* & \text{Spieker Center} \\
5 & X_{40}^* & \text{Bevan Point} \\
6 & X_{57}^* & \text{Isogonal Conjugate of $X_{9}$} \\
7 & X_{63}^* & \text{Isogonal Conjugate of $X_{19}$} \\
8 & X_{88} & \text{Isogonal Conjugate of $X_{44}$} \\
9 & X_{100}^* & \text{Anticomplement of Feuerbach Point} \\
\end{array}
$$
```
[image: image]
<https://user-images.githubusercontent.com/1755487/75593839-9f06d800-5a54-11ea-80d8-232436b91c39.png>
obviously this isnt contained to only raw scripts, it can be used for tikz
too
https://metrumresearchgroup.github.io/texPreview/articles/tikz.html
—
You are receiving this because you are subscribed to this thread.
Reply to this email directly, view it on GitHub
<#2?email_source=notifications&email_token=AD32VFR3L6RGQX7KLV5FAUDRFGKQPA5CNFSM4K6BTKUKYY3PNVWWK3TUL52HS4DFUVEXG43VMWVGG33NNVSW45C7NFSM4IRIEKXA>,
or unsubscribe
<https://github.com/notifications/unsubscribe-auth/AD32VFUBKTO6DEQL6EZMPETRFGKQPANCNFSM4K6BTKUA>
.
|
i my daily case for report writing I need a bit more flexibility than mathjax with tables and such. in addition we usually port kable/kableExtra outputs to individual tex files in deliverable directory and the main body tex file an input call is the function side effect. eg
This makes our report writing more modular and easier to QC. I guess if you are going fully raw tex then you are good with mathjax engine :) |
sorry.. i was snooping in the main doc... i saw in this file you were using raw tex. I think {texPreview} can make your life easier with rmds that aren't pdf.
It's main job is to make tex table work much easier, where you can iterate the table while you work, just like you would a ggplot in the viewer. it supports kable/kableExtra/xtable and other classes like texreg and equatiomatic.
specific to your usecase it has it's own chunk engine where you can preview tex snippets with the play button of the chunk. The same chunk will let you treat tex just like any other chunk when you knit the document.
here is an example.
obviously this isnt contained to only raw scripts, it can be used for tikz too
https://metrumresearchgroup.github.io/texPreview/articles/tikz.html
The text was updated successfully, but these errors were encountered: