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Sums of triangular numbers and sums of squares

By Amir Akbary and Zafer Selcuk Aygin
For non-negative integers a,b,a,b, and nn, let N(a,b;n)N(a, b; n) be the number of representations of nn as a sum of squares with coefficients 11 or 33 (aa of ones and bb of threes). Let N(a,b;n)N^*(a,b; n) be the number of representations of nn as a sum of odd squares... Show more
July 2, 2021
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Sums of triangular numbers and sums of squares
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