Sergey Khashin Reveals Counterexamples to the Frobenius Primality Test 🔍
Discover how Sergey Khashin uncovers counterexamples that challenge the reliability of the Frobenius primality test, one of the most powerful probabilistic methods in number theory.

Rotman Institute of Philosophy
208 views • Sep 28, 2016

About this video
The most powerful elementary probabilistic method for primality test is the Frobenius test. Frobenius pseudoprimes are the natural numbers for which this test fails. There are several slightly different definitions of Frobenius pseudoprimes (FPP), which are almost equivalent. . . see full abstract here: https://acmes.org/talks.html
Computationally Assisted Mathematical Discovery
and Experimental Mathematics: ACMES 2
12-15 May 2016, London, Ontario, Canada
Sergey Khashin, Department of Mathematics, Ivanovo State University
May 13, 2016
Visit the Rotman website for more information on applications, events, project descriptions and openings. http://www.rotman.uwo.ca
Follow The Rotman Institute on Twitter: https://twitter.com/rotmanphilo
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Computationally Assisted Mathematical Discovery
and Experimental Mathematics: ACMES 2
12-15 May 2016, London, Ontario, Canada
Sergey Khashin, Department of Mathematics, Ivanovo State University
May 13, 2016
Visit the Rotman website for more information on applications, events, project descriptions and openings. http://www.rotman.uwo.ca
Follow The Rotman Institute on Twitter: https://twitter.com/rotmanphilo
Like The Rotman Institute on Facebook: https://www.facebook.com/rotmanphilosophy
Subscribe to our channel: https://www.youtube.com/user/rotmanphilosophy
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Video Information
Views
208
Likes
1
Duration
20:38
Published
Sep 28, 2016
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