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Solving the Diophantine Equation (X Cubed) + (Y Cubed) + (Z Cubed) = K on aVector Computer

机译:在aVector计算机上求解丢番图方程(X Cubed)+(Y Cubed)+(Z Cubed)= K

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摘要

A new algorithm for solving the Diophantine equation x(sup 3) + y(sup 3) + z(sup3) = k, where k is a given non zero integer is proposed. Detailed versions of this algorithm for various chosen values of k are presented. Details of how the algorithms were implanted on the Cyber 205 vector computer and the results obtained are given. In particular the vectorization of the computations of

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