Lattice Points Of A Cubic Diophantine Equation 11(X+Y)^2= 4(Xy+11z^3)

Abstract

The ternary cubic Diophantine equation ૚૚( , ૜ࢠ૝૝ + ࢟࢞૝ = ૛)࢟ + ࢞is considered for determining its non-zero distinct integral solutions employing the linear transformations ࢜ − ࢛ = ࢟ ,࢜ + ࢛ = ࢞and employing the method of factorization in complex conjugates in different patterns.

Authors and Affiliations

Manju Somanath, J. Kannan, K. Raja

Keywords

Related Articles

Design of FPGA Controlled Closed Loop BiDirectional DC-DC (BDC) Converter for Renewable Energy Storage Applications

This paper describes the development of Bi-Directional DC-DC converter (BDC) for solar application. BDC can be used either as a Buck converter or either as a Boost converter. Designed converter in this paper is controll...

Can seaweed be a potential sink of carbon?

We estimated stored carbon in three dominant seaweed species Enteromorpha intestinalis, Ulva lactuca and Catenella repens in three different seasons (premonsoon, monsoon and postmonsoon) from four sampling stations in t...

Path Based Test Suite Augmentation using Artificial Bee Colony Algorithm

Regression testing is the activity of retesting a program that ensures that no new bugs are generated into the previously tested code. This activity involves selecting a few test cases from the test suite that exercise...

Application of Gravitational Search Algorithm for Planning Distribution Networks with Multiple Dg Units Based On Their Real and Reactive Power Delivering Capability

One of the major developments in the Current Distribution Network is the integration of Distributed Generation (DG). Planning the distribution systems without considering the site and size of multiple DG units could res...

Optimized Data Rate Using Destructive Interference Technique for Tiered Networks

Our project deals with uplink interference management system using interference alignment technique. Uplink interference generated by macro cell users will be mitigated by providing proper coordination of macro cell use...

Download PDF file
  • EP ID EP24314
  • DOI -
  • Views 260
  • Downloads 8

How To Cite

Manju Somanath, J. Kannan, K. Raja (2017). Lattice Points Of A Cubic Diophantine Equation 11(X+Y)^2= 4(Xy+11z^3). International Journal for Research in Applied Science and Engineering Technology (IJRASET), 5(5), -. https://europub.co.uk/articles/-A-24314