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Positive Solutions to Some Systems of Diophantine Equations
2016
Journal of Integer Sequences
unpublished
We consider a sequence defined by the number of positive solutions to a sequence of systems of Diophantine equations. We derive some bounds on the solutions to demonstrate that the terms of the sequence are finite. We develop an algorithm for 1 computing an arbitrary term of the sequence, and consider a graph-theoretic approach to computing the same.
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