Equal Sums of Like Powers Diophantine Equations Number Theory
Equal Sums of Like Powers Diophantine Equations Number Theory
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Editor's Picks:
- Chen Shuwen's extensive collection of equal sums of like powers, especially those that are solutions to multigrade equations. - Jean-Charles Meyrignac's distributed-computing project on equal sums of like powers and the place to look for the current status of the problem.-
- D. J. Bernstein's collection of tools for enumerating small solutions to certain types of equal sums of like powers.
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- Steve Dutch's page about powers of numbers.
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- Page keeping track of solutions of x^3+y^3+z^3 < 1000 and x^3+y^3+2*z^3 < 1000.
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- David W. Wilson's list of the smallest number that can be expressed as a sum of two positive cubes in n different ways, for n = 1 through 5.
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- Classification of problems related to equal sums of like powers.
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- Dissertation about equal sums of like powers by Tom Womack.
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- Joseph McLean's investigations into those equations.
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- David W. Wilson's article on his search for the smallest integer that can be expressed as a sum of two positive cubes in 5 distinct ways, up to order of summands.
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