Unique representation d=4k(k^2-1) in D(4)-quadruples {k-2,k 2,4k,d}Report as inadecuate




Unique representation d=4k(k^2-1) in D(4)-quadruples {k-2,k 2,4k,d} - Download this document for free, or read online. Document in PDF available to download.

Mathematical Communications, Vol.11 No.1 July 2006. -

Let k ≥ 3 be an integer. We show that if d is a positive integer such that the product of any two distinct elements of the set

{k-2,k+2,4k,d} increased by 4 is a square, then d must be

4k(k^2-1).

Diphantine tuples; simultaneous Diophantine equations



Author: Y. Fujita -

Source: http://hrcak.srce.hr/



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