File:Diophantine equation p2x4+3px2y2+y4=z2, p an odd prime (IA jresv79Bn1-2p41).pdf
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Summary
[edit]Diophantine equation p2x4+3px2y2+y4=z2, p an odd prime ( ) | ||
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Author |
Sinha, T. N. |
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Title |
Diophantine equation p2x4+3px2y2+y4=z2, p an odd prime |
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Volume | 79B | |
Publisher |
National Bureau of Standards |
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Description |
Journal of Research of the National Bureau of Standards Subjects: Diophantine equation; Infinite descent; quadratic residues |
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Language | English | |
Publication date |
1975 publication_date QS:P577,+1975-00-00T00:00:00Z/9 |
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Current location |
IA Collections: NISTJournalofResearch; NISTresearchlibrary; fedlink |
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Accession number |
jresv79Bn1-2p41 |
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Source | ||
Permission (Reusing this file) |
The Journal of Research of the National Institute of Standards and Technology is a publication of the U.S. Government. The papers are in the public domain and are not subject to copyright in the United States. However, please pay special attention to the |
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This file has been identified as being free of known restrictions under copyright law, including all related and neighboring rights. |
https://creativecommons.org/publicdomain/mark/1.0/PDMCreative Commons Public Domain Mark 1.0falsefalse
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Short title | Diophantine equation p2x4+3px2y2+y4=z2, p an odd prime |
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Image title | The object of this paper is to prove: THEOREM 1. The equation p2x4+3px2y2+y4=Z2 where p is an odd prime, has no solutions in integers with xy=/0 if p=5 or p=3,7 (mod 20) or p = 13(mod 40). |
Author | Sinha |
Software used | Adobe Acrobat 9.0 |
Conversion program | Adobe Acrobat 9.13 Paper Capture Plug-in |
Encrypted | no |
Page size |
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Version of PDF format | 1.4 |