A Modish Glance of Integer Solutions to Non-homogeneous Cubic Diophantine Equation with Three Unknowns 7 (x2-xy+y2)= 12 z3

Journal Title: International Journal of Current Science Research and Review - Year 2024, Vol 7, Issue 08

Abstract

The main thrust of this paper is focused on determining varieties of non-zero distinct integer solutions to the non-homogeneous ternary cubic Diophantine equation 7 (x2-xy+y2)= 12 z3 . Various choices of integer solutions to the above equation are obtained by reducing it to the equation which is solvable, through employing suitable transformations and applying the factorization method.

Authors and Affiliations

Dr. N. Thiruniraiselvi, Dr. M. A. Gopalan,

Keywords

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  • EP ID EP742905
  • DOI 10.47191/ijcsrr/V7-i8-63
  • Views 15
  • Downloads 0

How To Cite

Dr. N. Thiruniraiselvi, Dr. M. A. Gopalan, (2024). A Modish Glance of Integer Solutions to Non-homogeneous Cubic Diophantine Equation with Three Unknowns 7 (x2-xy+y2)= 12 z3. International Journal of Current Science Research and Review, 7(08), -. https://europub.co.uk/articles/-A-742905