could someone provide a link to this subject ??(adsbygoogle = window.adsbygoogle || []).push({});

i have taken a look to 'Mathworld' and understood basic idea but i would need to know if there is a method to develop the Hyperdeterminant of Hypermatrix (in more than 2 dimension) of

[tex] A_{jklm} [/tex] as product of its 'Eigenvalues' (whatever this means) just in the similar case of 2-dimension.

For example we could define the 'eigenvalues' as the numbers satisfying

[tex] Det|A_{ijkl}-\lambda I_{ijkl}|=0 [/tex]

where I here is the Identity Hypermatrix in more than 2 dimension

thanks.. if possible could someone provide a link to a .ps or .pdf file about the subject ??

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# Hypermatrices and Hyperdeterminant

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