magic.4np2

Produces a magic square of order \(4n+2\) using
 Conway's &#8220;LUX&#8221; method

array

A collection of functions for the manipulation and
analysis of arbitrarily dimensioned arrays.  The original motivation
for the package was the development of efficient, vectorized
algorithms for the creation and investigation of magic squares and
high-dimensional magic hypercubes.

Robin K S Hankin

magic

Create and Investigate Magic Squares

magic.4np2 function

<dl> <dt>m</dt>
<dd>returns a magic square of order \(n=4m+2\)
 for \(m\geq 1\), using Conway's
 &#8220;LUX&#8221; construction</dd></dl>

Arguments

Author

Magic squares of order 4n+2 — magic.4np2

<dl>

 <dt>m</dt>
<dd>returns a magic square of order \(n=4m+2\)
 for \(m\geq 1\), using Conway's
 &#8220;LUX&#8221; construction</dd>

</dl>

magic.4np2: Magic squares of order 4n+2

Description

Usage

Arguments

Author

References

See Also

Examples