A New Approach to Generate Trees of Primitive Solutions of Diophantine Equation x2 +dy2- z2 = 0 With Using A general interval decomposition where d is a positive square free integer

Divya Sree Reddy Choppa

A New Approach to Generate Trees of Primitive Solutions of Diophantine Equation x2 +dy2- z2 = 0 With Using A general interval decomposition where d is a positive square free integer

Authors: Divya Sree Reddy Choppa

Unique Paper ID: 177403
Volume: 11
Issue: 12
PageNo: 495-500

Keywords: Diophantine equation Square-free integer Primitive Solution Seminal Matrices.

Abstract:
This paper focused to study to generate Trees of Primitive Solutions with using a general interval decomposition of the Diophantine equation x2 + d y2 - z2 = 0 …………….[1] where d is a positive square-free integer.

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ISSN: 2349-6002
Volume: 11
Issue: 12
PageNo: 495-500

A New Approach to Generate Trees of Primitive Solutions of Diophantine Equation x2 +dy2- z2 = 0 With Using A general interval decomposition where d is a positive square free integer

Available:https://ijirt.org/Article?manuscript=177403

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