preferredPolesByIdeal

The preferred construct pole is inferred from the rating of the ideal element.
The preferred pole is the side of the ideal element. If the ideal is rated on the
scale midpoint (or within <code>none_range</code>), none of the poles is preferred.

Analyze repertory grids, a qualitative-quantitative
data collection technique devised by George A. Kelly in the 1950s. Today, grids are used across
various domains ranging from clinical psychology to marketing. The package contains functions
to quantitatively analyze and visualize repertory grid data (e.g. 'Fransella', 'Bell', & 'Bannister',
2004, ISBN: 978-0-470-09080-0). The package is part of the The package is part of the
<https://openrepgrid.org/> project.

Mark Heckmann

OpenRepGrid

Tools to Analyze Repertory Grid Data

Alejandro García Gutiérrez

Diego Vitali

preferredPolesByIdeal function

<dl><dt>x</dt>
<dd>A <code>repgrid</code> object.</dd>
<dt>ideal</dt>
<dd>Index or name of ideal element.</dd>
<dt>none_range</dt>
<dd>Range of ratings that do not allow assining a preferred pole (<code>NULL</code> be default).</dd>
<dt>align</dt>
<dd>Align preferred poles on same side (default <code>FALSE</code>). See <code>alignByPreferredPole()</code>.</dd></dl>

Arguments

Set preferred pole by ideal element — preferredPolesByIdeal

<dl>

<dt>x</dt>
<dd>A <code>repgrid</code> object.</dd>


<dt>ideal</dt>
<dd>Index or name of ideal element.</dd>


<dt>none_range</dt>
<dd>Range of ratings that do not allow assining a preferred pole (<code>NULL</code> be default).</dd>


<dt>align</dt>
<dd>Align preferred poles on same side (default <code>FALSE</code>). See <code>alignByPreferredPole()</code>.</dd>

</dl>

preferredPolesByIdeal: Set preferred pole by ideal element

Description

Usage

Arguments