Geometric Aspects of Diophantine Equations Involving Equal Sums of Like Powers
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Publication:5587210
DOI10.2307/2315731zbMath0192.39201OpenAlexW4236470857MaRDI QIDQ5587210
Publication date: 1968
Published in: The American Mathematical Monthly (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.2307/2315731
Related Items (10)
Geometric properties coded in the long-time asymptotics for the heat equation on $Z^n$ ⋮ A new diophantine equation involving fifth powers ⋮ Some New Results on Equal Sums of Like Powers ⋮ A geometric approach to equal sums of fifth powers ⋮ A quintic Diophantine equation with applications to two Diophantine systems concerning fifth powers ⋮ The complete solution of a Diophantine equation involving biquadrates ⋮ Parametric solutions of the quartic Diophantine equation \(f(x,y)=f(u,v)\) ⋮ The diophantine equation \(ax^5+by^5+cz^5=au^5+bv^5+cw^5\) ⋮ The canonical height and elliptic surfaces ⋮ Linearly dependent powers of binary quadratic forms
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