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MENUVolume : VII, Issue : V, May - 2018
ON THE HOMOGENEOUS BI-QUADRATIC EQUATION x4-y4 = 26(2z2-2w2)T2 WITH FIVE UNKNOWNS
R. Anbuselvi, S. A. Shanmugavadivu
Abstract :
The Bi–quadratic equation with five unknowns given by![""]("file:///C:/Users/WWJ–09/AppData/Local/Temp/msohtmlclip1/01/clip_image002.gif")
= ![""]("file:///C:/Users/WWJ–09/AppData/Local/Temp/msohtmlclip1/01/clip_image004.gif")
is analyzed for its patterns of non–zero distinct integral solutions. A few interesting relations between the solutions and special polygonal numbers are exhibited.
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DOI : https://www.doi.org/10.36106/paripex
Cite This Article:
R.Anbuselvi, S.A. Shanmugavadivu, ON THE HOMOGENEOUS BI-QUADRATIC EQUATION x4-y4 = 26(2z2-2w2)T2 WITH FIVE UNKNOWNS, PARIPEX‾INDIAN JOURNAL OF RESEARCH : Volume-7 | Issue-5 | May-2018
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References :
R.Anbuselvi, S.A. Shanmugavadivu, ON THE HOMOGENEOUS BI-QUADRATIC EQUATION x4-y4 = 26(2z2-2w2)T2 WITH FIVE UNKNOWNS, PARIPEX‾INDIAN JOURNAL OF RESEARCH : Volume-7 | Issue-5 | May-2018
