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Computationally populating tables with probability data
The Next CEO of Stack OverflowProject management tables (with cost “spread sheets”) using spreadtabCreate LaTeX tables from plain numerical data?Three graphics with tables of dataDynamic Tables from Data ArrayUse data from other multiple data files with calculationsFull width tables for written dataAligning tables with multiple data typesCreating a Weibull probability densitySupport for “tables of functions”Additional space cells in tables with equations
I have the following template for a journal article featuring a basic table:

The code looks something like this:
documentclass[jou,apacite]{apa6}
usepackage[utf8]{inputenc}
usepackage{amsmath}
title{Title of the article}
author{Author Name}
affiliation{Affiliation}
abstract{This is the abstract.}
begin{document}
maketitle
section{This is the heading for the first section of the article.}
Lorem ipsum.
Results are presented in Table~ref{tab1}.
begin{table}[!htb]
caption{Sample table.}label{tab1}
begin{tabular}{ccc}
hline\[-1.5ex]
AAA & BBB & CCC \[0.5ex]
hline\[-1.5ex]
1.0 & 2.0 & 3.0\[0.5ex]
1.0 & 2.0 & 3.0\[0.5ex]
hline
end{tabular}
end{table}
section{This is the heading for the second section of the article.}
Lorem ipsum.
end{document}
What I want to know is:
Rather than typing in every value of a table manually, and potentially mistyping a digit or a decimal point here or there; is LaTeX capable of evaluating the math for me?
Consider the odds or probability of a coin toss winning streak, for example:
Each flip has 50:50 (1:1) odds:
50% probability of winning
50% probability of losing
The odds of winning two consecutive flips are 75:25 (3:1):
25% probability of winning
75% probability of losing
The odds of
winning three consecutive flips are 87.5:12.5 (7:1):
12.5% probability of winning
87.5% probability of losing
The odds of winning four consecutive flips are 93.75/6.25 (15:1):
6.25% probability of winning
93.75% probability of losing
..and so on.
Probability of winning n consecutive flips is 2^(-n) * 100.
Probability of not winning n consecutive flips is 100 - (2^(-n))
* 100
Of course I could just calculate each value and type in every cell manually, but I might want to show ten or more flips. Anyway, is this something LaTeX can do?
tables equations amsmath calculations
add a comment |
I have the following template for a journal article featuring a basic table:

The code looks something like this:
documentclass[jou,apacite]{apa6}
usepackage[utf8]{inputenc}
usepackage{amsmath}
title{Title of the article}
author{Author Name}
affiliation{Affiliation}
abstract{This is the abstract.}
begin{document}
maketitle
section{This is the heading for the first section of the article.}
Lorem ipsum.
Results are presented in Table~ref{tab1}.
begin{table}[!htb]
caption{Sample table.}label{tab1}
begin{tabular}{ccc}
hline\[-1.5ex]
AAA & BBB & CCC \[0.5ex]
hline\[-1.5ex]
1.0 & 2.0 & 3.0\[0.5ex]
1.0 & 2.0 & 3.0\[0.5ex]
hline
end{tabular}
end{table}
section{This is the heading for the second section of the article.}
Lorem ipsum.
end{document}
What I want to know is:
Rather than typing in every value of a table manually, and potentially mistyping a digit or a decimal point here or there; is LaTeX capable of evaluating the math for me?
Consider the odds or probability of a coin toss winning streak, for example:
Each flip has 50:50 (1:1) odds:
50% probability of winning
50% probability of losing
The odds of winning two consecutive flips are 75:25 (3:1):
25% probability of winning
75% probability of losing
The odds of
winning three consecutive flips are 87.5:12.5 (7:1):
12.5% probability of winning
87.5% probability of losing
The odds of winning four consecutive flips are 93.75/6.25 (15:1):
6.25% probability of winning
93.75% probability of losing
..and so on.
Probability of winning n consecutive flips is 2^(-n) * 100.
Probability of not winning n consecutive flips is 100 - (2^(-n))
* 100
Of course I could just calculate each value and type in every cell manually, but I might want to show ten or more flips. Anyway, is this something LaTeX can do?
tables equations amsmath calculations
Are you free to use LuaLaTeX, or must you use either pdfLaTeX or XeLaTeX?
– Mico
1 hour ago
Hi @Mico, I'm not actually sure. I'm still new to LaTeX. I actually just use overleaf.com for most things.
– tjt263
1 hour ago
1
You might consider sagemath, if you want to have very sophisticated symbolic or numerical mathematics; it is free and open source, but requires a significant investment of time to learn.
– Benjamin McKay
1 hour ago
1
@Mico Actually I just checked. The compiler I've been using ispdfLaTeXbut have the others available too, if necessary.
– tjt263
1 hour ago
add a comment |
I have the following template for a journal article featuring a basic table:

The code looks something like this:
documentclass[jou,apacite]{apa6}
usepackage[utf8]{inputenc}
usepackage{amsmath}
title{Title of the article}
author{Author Name}
affiliation{Affiliation}
abstract{This is the abstract.}
begin{document}
maketitle
section{This is the heading for the first section of the article.}
Lorem ipsum.
Results are presented in Table~ref{tab1}.
begin{table}[!htb]
caption{Sample table.}label{tab1}
begin{tabular}{ccc}
hline\[-1.5ex]
AAA & BBB & CCC \[0.5ex]
hline\[-1.5ex]
1.0 & 2.0 & 3.0\[0.5ex]
1.0 & 2.0 & 3.0\[0.5ex]
hline
end{tabular}
end{table}
section{This is the heading for the second section of the article.}
Lorem ipsum.
end{document}
What I want to know is:
Rather than typing in every value of a table manually, and potentially mistyping a digit or a decimal point here or there; is LaTeX capable of evaluating the math for me?
Consider the odds or probability of a coin toss winning streak, for example:
Each flip has 50:50 (1:1) odds:
50% probability of winning
50% probability of losing
The odds of winning two consecutive flips are 75:25 (3:1):
25% probability of winning
75% probability of losing
The odds of
winning three consecutive flips are 87.5:12.5 (7:1):
12.5% probability of winning
87.5% probability of losing
The odds of winning four consecutive flips are 93.75/6.25 (15:1):
6.25% probability of winning
93.75% probability of losing
..and so on.
Probability of winning n consecutive flips is 2^(-n) * 100.
Probability of not winning n consecutive flips is 100 - (2^(-n))
* 100
Of course I could just calculate each value and type in every cell manually, but I might want to show ten or more flips. Anyway, is this something LaTeX can do?
tables equations amsmath calculations
I have the following template for a journal article featuring a basic table:

The code looks something like this:
documentclass[jou,apacite]{apa6}
usepackage[utf8]{inputenc}
usepackage{amsmath}
title{Title of the article}
author{Author Name}
affiliation{Affiliation}
abstract{This is the abstract.}
begin{document}
maketitle
section{This is the heading for the first section of the article.}
Lorem ipsum.
Results are presented in Table~ref{tab1}.
begin{table}[!htb]
caption{Sample table.}label{tab1}
begin{tabular}{ccc}
hline\[-1.5ex]
AAA & BBB & CCC \[0.5ex]
hline\[-1.5ex]
1.0 & 2.0 & 3.0\[0.5ex]
1.0 & 2.0 & 3.0\[0.5ex]
hline
end{tabular}
end{table}
section{This is the heading for the second section of the article.}
Lorem ipsum.
end{document}
What I want to know is:
Rather than typing in every value of a table manually, and potentially mistyping a digit or a decimal point here or there; is LaTeX capable of evaluating the math for me?
Consider the odds or probability of a coin toss winning streak, for example:
Each flip has 50:50 (1:1) odds:
50% probability of winning
50% probability of losing
The odds of winning two consecutive flips are 75:25 (3:1):
25% probability of winning
75% probability of losing
The odds of
winning three consecutive flips are 87.5:12.5 (7:1):
12.5% probability of winning
87.5% probability of losing
The odds of winning four consecutive flips are 93.75/6.25 (15:1):
6.25% probability of winning
93.75% probability of losing
..and so on.
Probability of winning n consecutive flips is 2^(-n) * 100.
Probability of not winning n consecutive flips is 100 - (2^(-n))
* 100
Of course I could just calculate each value and type in every cell manually, but I might want to show ten or more flips. Anyway, is this something LaTeX can do?
tables equations amsmath calculations
tables equations amsmath calculations
edited 1 hour ago
tjt263
asked 1 hour ago
tjt263tjt263
2447
2447
Are you free to use LuaLaTeX, or must you use either pdfLaTeX or XeLaTeX?
– Mico
1 hour ago
Hi @Mico, I'm not actually sure. I'm still new to LaTeX. I actually just use overleaf.com for most things.
– tjt263
1 hour ago
1
You might consider sagemath, if you want to have very sophisticated symbolic or numerical mathematics; it is free and open source, but requires a significant investment of time to learn.
– Benjamin McKay
1 hour ago
1
@Mico Actually I just checked. The compiler I've been using ispdfLaTeXbut have the others available too, if necessary.
– tjt263
1 hour ago
add a comment |
Are you free to use LuaLaTeX, or must you use either pdfLaTeX or XeLaTeX?
– Mico
1 hour ago
Hi @Mico, I'm not actually sure. I'm still new to LaTeX. I actually just use overleaf.com for most things.
– tjt263
1 hour ago
1
You might consider sagemath, if you want to have very sophisticated symbolic or numerical mathematics; it is free and open source, but requires a significant investment of time to learn.
– Benjamin McKay
1 hour ago
1
@Mico Actually I just checked. The compiler I've been using ispdfLaTeXbut have the others available too, if necessary.
– tjt263
1 hour ago
Are you free to use LuaLaTeX, or must you use either pdfLaTeX or XeLaTeX?
– Mico
1 hour ago
Are you free to use LuaLaTeX, or must you use either pdfLaTeX or XeLaTeX?
– Mico
1 hour ago
Hi @Mico, I'm not actually sure. I'm still new to LaTeX. I actually just use overleaf.com for most things.
– tjt263
1 hour ago
Hi @Mico, I'm not actually sure. I'm still new to LaTeX. I actually just use overleaf.com for most things.
– tjt263
1 hour ago
1
1
You might consider sagemath, if you want to have very sophisticated symbolic or numerical mathematics; it is free and open source, but requires a significant investment of time to learn.
– Benjamin McKay
1 hour ago
You might consider sagemath, if you want to have very sophisticated symbolic or numerical mathematics; it is free and open source, but requires a significant investment of time to learn.
– Benjamin McKay
1 hour ago
1
1
@Mico Actually I just checked. The compiler I've been using is
pdfLaTeX but have the others available too, if necessary.– tjt263
1 hour ago
@Mico Actually I just checked. The compiler I've been using is
pdfLaTeX but have the others available too, if necessary.– tjt263
1 hour ago
add a comment |
1 Answer
1
active
oldest
votes
Here's a LuaLaTeX-based solution to the problem of printing a table of run probabilities -- if the underlying experiment is tossing a "fair" coin.

% !TEX TS-program = lualatex
documentclass[jou,apacite]{apa6}
usepackage{amsmath,booktabs,lipsum}
letPrrelax % undefine "Pr"
DeclareMathOperator{Pr}{Pr}
usepackage{unicode-math} % choose suitable math and text fonts
setmainfont{Stix Two Text}[Ligatures={TeX,Common}]
setmathfont{Stix Two Math}
title{Title of the article}
shorttitle{Title}
author{Author Name}
affiliation{Affiliation}
abstract{This is the abstract.}
usepackage{luacode}
begin{luacode}
function run_prob ( j )
return (0.5)^j
end
function printrows ( n )
for i=1,n do
runprob = 100*run_prob(i)
runprobcomp = 100-runprob
tex.sprint ( i .. "&" .. runprob .. "&" .. runprobcomp .. "\\" )
end
end
end{luacode}
begin{document}
maketitle
section{In the beginning}
Lorem ipsum.
Results are presented in Table~ref{tab1}.
begin{table}[!htb]
caption{Fair coin tosses: Probabilities of runs of length $n$, in percent.}label{tab1}
$begin{array}{@{}lll@{}}
toprule
n & Pr(text{Run}) & 100-Pr(text{Run})\
midrule
%% Invoke the 'printrows' Lua function:
directlua{printrows(12)}
bottomrule
end{array}$
end{table}
lipsum[1-3]
end{document}
add a comment |
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1 Answer
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1 Answer
1
active
oldest
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active
oldest
votes
active
oldest
votes
Here's a LuaLaTeX-based solution to the problem of printing a table of run probabilities -- if the underlying experiment is tossing a "fair" coin.

% !TEX TS-program = lualatex
documentclass[jou,apacite]{apa6}
usepackage{amsmath,booktabs,lipsum}
letPrrelax % undefine "Pr"
DeclareMathOperator{Pr}{Pr}
usepackage{unicode-math} % choose suitable math and text fonts
setmainfont{Stix Two Text}[Ligatures={TeX,Common}]
setmathfont{Stix Two Math}
title{Title of the article}
shorttitle{Title}
author{Author Name}
affiliation{Affiliation}
abstract{This is the abstract.}
usepackage{luacode}
begin{luacode}
function run_prob ( j )
return (0.5)^j
end
function printrows ( n )
for i=1,n do
runprob = 100*run_prob(i)
runprobcomp = 100-runprob
tex.sprint ( i .. "&" .. runprob .. "&" .. runprobcomp .. "\\" )
end
end
end{luacode}
begin{document}
maketitle
section{In the beginning}
Lorem ipsum.
Results are presented in Table~ref{tab1}.
begin{table}[!htb]
caption{Fair coin tosses: Probabilities of runs of length $n$, in percent.}label{tab1}
$begin{array}{@{}lll@{}}
toprule
n & Pr(text{Run}) & 100-Pr(text{Run})\
midrule
%% Invoke the 'printrows' Lua function:
directlua{printrows(12)}
bottomrule
end{array}$
end{table}
lipsum[1-3]
end{document}
add a comment |
Here's a LuaLaTeX-based solution to the problem of printing a table of run probabilities -- if the underlying experiment is tossing a "fair" coin.

% !TEX TS-program = lualatex
documentclass[jou,apacite]{apa6}
usepackage{amsmath,booktabs,lipsum}
letPrrelax % undefine "Pr"
DeclareMathOperator{Pr}{Pr}
usepackage{unicode-math} % choose suitable math and text fonts
setmainfont{Stix Two Text}[Ligatures={TeX,Common}]
setmathfont{Stix Two Math}
title{Title of the article}
shorttitle{Title}
author{Author Name}
affiliation{Affiliation}
abstract{This is the abstract.}
usepackage{luacode}
begin{luacode}
function run_prob ( j )
return (0.5)^j
end
function printrows ( n )
for i=1,n do
runprob = 100*run_prob(i)
runprobcomp = 100-runprob
tex.sprint ( i .. "&" .. runprob .. "&" .. runprobcomp .. "\\" )
end
end
end{luacode}
begin{document}
maketitle
section{In the beginning}
Lorem ipsum.
Results are presented in Table~ref{tab1}.
begin{table}[!htb]
caption{Fair coin tosses: Probabilities of runs of length $n$, in percent.}label{tab1}
$begin{array}{@{}lll@{}}
toprule
n & Pr(text{Run}) & 100-Pr(text{Run})\
midrule
%% Invoke the 'printrows' Lua function:
directlua{printrows(12)}
bottomrule
end{array}$
end{table}
lipsum[1-3]
end{document}
add a comment |
Here's a LuaLaTeX-based solution to the problem of printing a table of run probabilities -- if the underlying experiment is tossing a "fair" coin.

% !TEX TS-program = lualatex
documentclass[jou,apacite]{apa6}
usepackage{amsmath,booktabs,lipsum}
letPrrelax % undefine "Pr"
DeclareMathOperator{Pr}{Pr}
usepackage{unicode-math} % choose suitable math and text fonts
setmainfont{Stix Two Text}[Ligatures={TeX,Common}]
setmathfont{Stix Two Math}
title{Title of the article}
shorttitle{Title}
author{Author Name}
affiliation{Affiliation}
abstract{This is the abstract.}
usepackage{luacode}
begin{luacode}
function run_prob ( j )
return (0.5)^j
end
function printrows ( n )
for i=1,n do
runprob = 100*run_prob(i)
runprobcomp = 100-runprob
tex.sprint ( i .. "&" .. runprob .. "&" .. runprobcomp .. "\\" )
end
end
end{luacode}
begin{document}
maketitle
section{In the beginning}
Lorem ipsum.
Results are presented in Table~ref{tab1}.
begin{table}[!htb]
caption{Fair coin tosses: Probabilities of runs of length $n$, in percent.}label{tab1}
$begin{array}{@{}lll@{}}
toprule
n & Pr(text{Run}) & 100-Pr(text{Run})\
midrule
%% Invoke the 'printrows' Lua function:
directlua{printrows(12)}
bottomrule
end{array}$
end{table}
lipsum[1-3]
end{document}
Here's a LuaLaTeX-based solution to the problem of printing a table of run probabilities -- if the underlying experiment is tossing a "fair" coin.

% !TEX TS-program = lualatex
documentclass[jou,apacite]{apa6}
usepackage{amsmath,booktabs,lipsum}
letPrrelax % undefine "Pr"
DeclareMathOperator{Pr}{Pr}
usepackage{unicode-math} % choose suitable math and text fonts
setmainfont{Stix Two Text}[Ligatures={TeX,Common}]
setmathfont{Stix Two Math}
title{Title of the article}
shorttitle{Title}
author{Author Name}
affiliation{Affiliation}
abstract{This is the abstract.}
usepackage{luacode}
begin{luacode}
function run_prob ( j )
return (0.5)^j
end
function printrows ( n )
for i=1,n do
runprob = 100*run_prob(i)
runprobcomp = 100-runprob
tex.sprint ( i .. "&" .. runprob .. "&" .. runprobcomp .. "\\" )
end
end
end{luacode}
begin{document}
maketitle
section{In the beginning}
Lorem ipsum.
Results are presented in Table~ref{tab1}.
begin{table}[!htb]
caption{Fair coin tosses: Probabilities of runs of length $n$, in percent.}label{tab1}
$begin{array}{@{}lll@{}}
toprule
n & Pr(text{Run}) & 100-Pr(text{Run})\
midrule
%% Invoke the 'printrows' Lua function:
directlua{printrows(12)}
bottomrule
end{array}$
end{table}
lipsum[1-3]
end{document}
answered 1 hour ago
MicoMico
284k31388778
284k31388778
add a comment |
add a comment |
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Are you free to use LuaLaTeX, or must you use either pdfLaTeX or XeLaTeX?
– Mico
1 hour ago
Hi @Mico, I'm not actually sure. I'm still new to LaTeX. I actually just use overleaf.com for most things.
– tjt263
1 hour ago
1
You might consider sagemath, if you want to have very sophisticated symbolic or numerical mathematics; it is free and open source, but requires a significant investment of time to learn.
– Benjamin McKay
1 hour ago
1
@Mico Actually I just checked. The compiler I've been using is
pdfLaTeXbut have the others available too, if necessary.– tjt263
1 hour ago