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New Innovation and Idea | Mathematics | Volume 12 Issue 10, October 2023 | Pages: 540 - 541 | Canada
A New Conjecture: Any Whole Number Greater than 3 has the Equal Distance from Two Prime Numbers
Abstract: This new conjecture say?s that any whole number greater than 3, has equal distance from two prime numbers i.e. any whole number is in middle of two prime numbers. Forexample 8 is in the middle of 5 and 11 and its distance from 5 and 11 is equal t0 3, or 23 is in the middle of 17 and 31 and its distance from 17 and 31 is equal to 8.
Keywords: number theory, prime, prime number, Goldbach, conjecture
How to Cite?: Mohammadreza Barghi, "A New Conjecture: Any Whole Number Greater than 3 has the Equal Distance from Two Prime Numbers", Volume 12 Issue 10, October 2023, International Journal of Science and Research (IJSR), Pages: 540-541, https://www.ijsr.net/getabstract.php?paperid=SR231006065849, DOI: https://dx.doi.org/10.21275/SR231006065849