On the numbers that are sums of three cubes

Published 24 Sep 2020 in math.GM | (2009.11972v1)

Abstract: We examine what integers are representable as sums of three cubes. We also provide formulas for the number of representations of $x^{3+y^{3+z^3=n$}} under the condition $x+y+z=t$. Also we show how the problem of three cubes is related to $abc-$conjecture.

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Authors (1)

Nikos Bagis

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