eff_CI

es_type

Confidence intervals for ANOVA and MANOVA effect sizes

internal

Offers a solution for the unavailability of raw data in most anthropological studies by facilitating the calculations of several sexual dimorphism related analyses using the published summary statistics of metric data (mean, standard deviation and sex specific sample size) as illustrated by the works of Greene, D. L. (1989) <doi:10.1002/ajpa.1330790113> and Konigsberg, L. W. (1991) <doi:10.1002/ajpa.1330840110>.

Bassam A. Abulnoor

TestDimorph

Analysis Of The Interpopulation Difference In Degree of Sexual
Dimorphism Using Summary Statistics

MennattAllah H. Attia

Lyle W. Konigsberg

eff_CI function

<dl><dt>f</dt>
<dd>critical F-value</dd>
<dt>CI</dt>
<dd>confidence level, Default 0.95</dd>
<dt>eff</dt>
<dd>effect size</dd>
<dt>df1</dt>
<dd>numerator degree of freedom</dd>
<dt>df2</dt>
<dd>denominator degree of freedom</dd>
<dt>es_type</dt>
<dd>type of effect size</dd>
<dt>SS</dt>
<dd>sum of squares</dd>
<dt>SST</dt>
<dd>total SS</dd>
<dt>N</dt>
<dd>sum of df</dd></dl>

Arguments

eff_CI — eff_CI

<dl>

<dt>f</dt>
<dd>critical F-value</dd>


<dt>CI</dt>
<dd>confidence level, Default 0.95</dd>


<dt>eff</dt>
<dd>effect size</dd>


<dt>df1</dt>
<dd>numerator degree of freedom</dd>


<dt>df2</dt>
<dd>denominator degree of freedom</dd>


<dt>es_type</dt>
<dd>type of effect size</dd>


<dt>SS</dt>
<dd>sum of squares</dd>


<dt>SST</dt>
<dd>total SS</dd>


<dt>N</dt>
<dd>sum of df</dd>

</dl>

eff_CI: eff_CI

Description

Usage

Arguments