Sums of Squares Bijective Parameter Representation
Walter Wyss
TL;DR
This paper introduces a bijective parameterization method for representing sums of squares, enabling a one-to-one correspondence between such sums and their parameters.
Contribution
It provides a novel bijective parameter representation for sums of squares, improving understanding and manipulation of these mathematical structures.
Findings
Establishes a bijective mapping for sums of squares
Simplifies analysis of sum of squares equations
Potential applications in algebra and number theory
Abstract
We give a bijective parameter representation for a sum of squares of numbers being equal to another sum of squares of numbers.
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Taxonomy
TopicsMatrix Theory and Algorithms · Graph theory and applications · Advanced Optimization Algorithms Research