Volume : VIII, Issue : IV, April - 2019

ON THE CUBIC EQUATION WITH FOUR UNKNOWNS x3+y3=57(h2+3p2)zw2

R. Anbuselvi, K. Kannaki

Abstract :

The homogeneous cubic equation with four unknowns represented by the Diophantine equation xˆ3+yˆ3=57(hˆ2+3pˆ2)〖zw〗ˆ2 is analyzed for its patterns of non-zero integral solutions. A few interesting properties between the solutions and special numbers are presented.

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Article: Download PDF    DOI : https://www.doi.org/10.36106/gjra  

Cite This Article:

ON THE CUBIC EQUATION WITH FOUR UNKNOWNS X3+Y3=57(H2+3P2)ZW2, R.Anbuselvi, K.Kannaki GLOBAL JOURNAL FOR RESEARCH ANALYSIS : Volume-8 | Issue-4 | April-2019

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