weave

Take a matrix of two numbers given in their binary expansion
one in each of the two rows
and return the interleaving of the two numbers

Computes robust association measures that do not
presuppose linearity. The xi correlation (xicor) is based
on cross correlation between ranked increments.
The reference for the methods implemented here is
Chatterjee, Sourav (2020) <arXiv:1909.10140>
This package includes the Galton peas example.

Susan Holmes

XICOR

Association Measurement Through Cross Rank Increments

weave function

<dl><dt>rmat</dt>
<dd>a matrix with two times m rows corresponding to the 
the expansions of the m numbers to be interleaved.</dd>
<dt>sgn</dt>
<dd>is the sign vector associated to the numbers to be weaved</dd></dl>

Arguments

Take a matrix of two numbers given in their binary expansion
one in each of the two rows
and return the interleaving of the two numbers — weave

<dl>

<dt>rmat</dt>
<dd>a matrix with two times m rows corresponding to the 
the expansions of the m numbers to be interleaved.</dd>


<dt>sgn</dt>
<dd>is the sign vector associated to the numbers to be weaved</dd>

</dl>

weave: Take a matrix of two numbers given in their binary expansion one in each of the two rows and return the interleaving of the two numbers

Description

Usage

Arguments