A New Form of Williamson's Product Theorem
Curtis Bright
TL;DR
This paper introduces a novel version of Williamson's product theorem that extends its applicability to Williamson matrices of even order, broadening the theoretical framework in combinatorial design theory.
Contribution
It presents a new form of Williamson's product theorem specifically applicable to even-order Williamson matrices, filling a gap in existing mathematical literature.
Findings
Extended Williamson's product theorem for even order matrices
Broadened theoretical understanding of Williamson matrices
Potential applications in combinatorial designs
Abstract
A form of Williamson's product theorem which applies to Williamson matrices of even order is presented.
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Taxonomy
TopicsMatrix Theory and Algorithms · Advanced Optimization Algorithms Research · Advanced Mathematical Theories and Applications