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On the Non-Homogeneous Cubic Equation with Four Unknowns x2-y2 = z3+w

2017
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Journal of Mathematics and Informatics
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An attempt has been made to determine four non-zero distinct integers z y x , , and w such that the difference of squares of any two integers equals the sum of the cubes of other two integers. A few relations among z y x , , and w are presented. A general formula for generating sequence of integer solutions based on the given solution is also presented.

doi:10.22457/jmi.v10a15
fatcat:lex7lud4eneyjhkq6q7hju7oam