anm.cont.pdf

see.pdf.conc.tck

A continuous pdf is conceptually a histogram whose bin area sums to one. Infinite, infinitely small bins, however, are required to allow depiction of an infinite number of distinct continuous outcomes.

graphs

Contains functions from: Aho, K. (2014) Foundational and Applied Statistics for Biologists using R.  CRC/Taylor and Francis, Boca Raton, FL, ISBN: 978-1-4398-7338-0.

Ken Aho

asbio

A Collection of Statistical Tools for Biologists

anm.cont.pdf function

<dl>
 <dt>part</dt>
<dd>Parent distribution, options are <code>"norm"</code> = N(0, 1), <code>"t"</code> = t(10), 
<code>"exp"</code> = EXP(1), and <code>"unif"</code> = UNIF(0,1)</dd> <dt>interval</dt>
<dd>Animation interval</dd></dl>

Arguments

Author

Animated demonstration of density for a continuous pdf — anm.cont.pdf

<dl>


 <dt>part</dt>
<dd>Parent distribution, options are <code>"norm"</code> = N(0, 1), <code>"t"</code> = t(10), 
<code>"exp"</code> = EXP(1), and <code>"unif"</code> = UNIF(0,1)</dd>

 <dt>interval</dt>
<dd>Animation interval</dd>

</dl>

anm.cont.pdf: Animated demonstration of density for a continuous pdf

Description

Usage

Arguments

Author