Integral solutions of quartic diophantine equation 2x2z2 = y2(x2 + z2)
Author:
Manju Somanath1,, N. Vanitha1,, M.A. Gopalan2
Total Page Count: 4
DOI:
Page Number: 37 to 40
1Department of Mathematics, Cauvery College for Women, Trichy, India.
2Department of Mathematics, National College, Trichy, India. E-mail: gopalanma@yahoo.com
Abstract
We search for nonzero integral triples (x, y, z) satisfying the quartic Diophantine equation 2x2z2 = y2 (x2 + z2). A few interesting relations among the solutions are also given.
