Generalized Larcombe-Fenessey invariants of matrix powers
Sajal Mukherjee, Sanjay Mukherjee
TL;DR
This paper generalizes known invariance properties of matrix powers, extending previous work by Larcombe, Fenessey, and Zeilberger, and uncovers new related phenomena in a broader context.
Contribution
It introduces a significant generalization of matrix power invariance properties and reveals new related results in a more general framework.
Findings
Generalized invariance properties of matrix powers
New phenomena observed in a broader setup
Extension of previous invariance results
Abstract
In this article, we have found significant generalization of the invariance properties of powers of matrices discovered by Larcombe, Fenessey and further explored by Zeilberger. Moreover, we found interesting new results exhibiting similar phenomena in a more general setup.
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