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Barlow, P. (1811) An Elementary Investigation of the Theory of Numbers: With Its Application to the Indeterminate and Diophantine Analysis, the Analytical and Geometrical Division of the Circle, and Several Other Curious Algebraical and Arithmetical Problems. J. Johnson and Company, Hong Kong.

has been cited by the following article:

• TITLE: Products of Odd Numbers or Prime Number Can Generate the Three Members’ Families of Fermat Last Theorem and the Theorem Is Valid for Summation of Squares of More Than Two Natural Numbers

  AUTHORS: Susmita Pramanik, Deepak Kumar Das, Panchanan Pramanik

  KEYWORDS: Fermat Last Theorem, Generation of Fermat’s Numbers, Extension of Fermat’s Expression, Fermat’s Expression from Products of Odd Numbers

  JOURNAL NAME: Advances in Pure Mathematics, Vol.13 No.10, October 10, 2023

  ABSTRACT: Fermat’s last theorem, had the statement that there are no natural numbers A, B, and C such that An + Bn = Cn, in which n is a natural number greater than 2. We have shown that any product of two odd numbers can generate Fermat or Pythagoras triple (A, B, C) following n = 2 and also it is applicable A2 + B2 + C2 + D2 + so on =An2where all are natural numbers.