Diophantine equations, triples and Fermat's last theorem

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Research Paper (postgraduate) from the year 2020 in the subject Mathematics - Analysis, grade: 2.2, , language: English, abstract: We show here, by a novel process, that the infinite sets of integer triples which are individually unique and which derive from Pythagoras’ equation together with those from the linear Diophantine equation, x + y = z, might have convinced Fermat that he had a proof of ...
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Research Paper (postgraduate) from the year 2020 in the subject Mathematics - Analysis, grade: 2.2, , language: English, abstract: We show here, by a novel process, that the infinite sets of integer triples which are individually unique and which derive from Pythagoras’ equation together with those from the linear Diophantine equation, x + y = z, might have convinced Fermat that he had a proof of ...
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  • ISBN: 9783346278678
  • Number of pages: 9
  • Copy protection: None
  • Publication Date: Oct 21, 2020
  • Publisher: GRIN VERLAG
  • Format: pdf

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