kantorovich_ompr

Kantorovich distance using the <code>ompr</code> package

Computes the Kantorovich distance between two probability
measures on a finite set. The Kantorovich distance is also known as
the Monge-Kantorovich distance or the first Wasserstein distance.

Stc3<a9>phane Laurent

kantorovich

Kantorovich Distance Between Probability Measures

kantorovich_ompr function

<dl><dt>mu</dt>
<dd>(row margins) probability measure in numeric mode</dd>
<dt>nu</dt>
<dd>(column margins) probability measure in numeric mode</dd>
<dt>dist</dt>
<dd>matrix, the distance to be minimized on average;
if <code>NULL</code>, the 0-1 distance is used.</dd>
<dt>solution</dt>
<dd>logical; if <code>TRUE</code> the solution is returned in the
<code>"solution"</code> attributes of the output</dd>
<dt>stop_if_fail</dt>
<dd>logical; if <code>TRUE</code>, an error is returned in the
case when no solution is found; if <code>FALSE</code>, the output of
<code>solve_model</code> is returned with a warning</dd></dl>

Arguments

Computes Kantorovich distance with 'ompr' — kantorovich_ompr

<dl>

<dt>mu</dt>
<dd>(row margins) probability measure in numeric mode</dd>


<dt>nu</dt>
<dd>(column margins) probability measure in numeric mode</dd>


<dt>dist</dt>
<dd>matrix, the distance to be minimized on average;
if <code>NULL</code>, the 0-1 distance is used.</dd>


<dt>solution</dt>
<dd>logical; if <code>TRUE</code> the solution is returned in the
<code>"solution"</code> attributes of the output</dd>


<dt>stop_if_fail</dt>
<dd>logical; if <code>TRUE</code>, an error is returned in the
case when no solution is found; if <code>FALSE</code>, the output of
<code>solve_model</code> is returned with a warning</dd>

</dl>

kantorovich_ompr: Computes Kantorovich distance with 'ompr'

Description

Usage

Arguments

Examples