panmagic.4

<p>a length four vector giving the values which are combined
    in each of the \(2^4\) possible ways.  Thus
    <code>vals=2^sample(0:3)</code> always gives a normal square
    (0-15 in binary).</p>

vals

<p>Creates all fundamentally different panmagic squares of order 4.</p>

array

A collection of efficient, vectorized algorithms for the
creation and investigation of magic squares and hypercubes, including
a variety of functions for the manipulation and analysis of
arbitrarily dimensioned arrays.  The package includes methods for
creating normal magic squares of any order greater than 2.  The
ultimate intention is for the package to be a computerized embodiment
all magic square knowledge, including direct numerical verification
of properties of magic squares (such as recent results on the
determinant of odd-ordered semimagic squares).  Some antimagic
functionality is included.  The package also
serves as a rebuttal to the often-heard comment "I thought R
was just for statistics".

panmagic.4: Panmagic squares of order 4

Description

Usage

Arguments

References

See Also

Examples