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Research Paper | Mathematics | India | Volume 10 Issue 4, April 2021 | Popularity: 4.9 / 10
A Curious Connection between Fermats Number and Multiple Factoriangular Numbers
Swati Bisht, Dr. Anand Singh Uniyal
Abstract: In the seventeenth century Fermat defined a sequence of numbers Fn=22n +1 for n ? 0 known as Fermat's number. If Fn happens to be prime then Fn is called Fermat prime. All the Fermat's numbers are of the form n!k+ ?nk for some fixed value of k and n. Further we will prove that after F4 no other Fermat prime exist upto 1050.
Keywords: Fermat's Number, prime number, multiple factoriangular numbers, Fermat prime
Edition: Volume 10 Issue 4, April 2021
Pages: 539 - 540
Make Sure to Disable the Pop-Up Blocker of Web Browser
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Mathematics, India, Volume 9 Issue 1, January 2020
Pages: 99 - 102On Differentiability and Integrability of Rings
S. R. Gaikwad, A R Gotmare
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Mathematics, India, Volume 9 Issue 1, January 2020
Pages: 113 - 117A Mathematics Letter Lecture Note on Some Variety of Algebraic Γ-Structures
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Mathematics, Iraq, Volume 7 Issue 1, January 2018
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Mathematics, India, Volume 8 Issue 2, February 2019
Pages: 2012 - 2015Application of Maths in Real Life
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Mathematics, India, Volume 9 Issue 5, May 2020
Pages: 762 - 765Linear Programming Problem for Maximization of Profit in Rubber Manufacturing and Molding Industry: A Case study of Shreyas Rubber Products
M. V. Deshmukh