Recent Examples on the WebRahul Santhanam, University of Oxford The first primality tests using randomized algorithms (based on refinements to Fermat’s little theorem) ushered in a new era.—Ben Brubaker, Quanta Magazine, 3 Apr. 2023 It’s fundamental to primality testing methods, and all the cryptology that goes with that.—Dave Linkletter, Popular Mechanics, 28 Jan. 2022 Finding prime numbers is well-studied, and in this case Gedanke used a method called Baillie-PSW primality testing.—Dave Linkletter, Popular Mechanics, 9 Aug. 2019 As numbers get bigger, the list of numbers that could divide them grows longer — there are more ways primality can fail in big numbers than in small numbers.—Quanta Magazine, 10 Dec. 2018
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