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Henry Briggs. The Binomial Theorem Anticipated
The Mathematical Gazette, 1961One of the pleasant aspects of research into mathematical history is the way in which existing material, passed over in the conventional account, may allow us not only to establish the bare, if unexpected, fact of a priority but, more importantly, to assess the significance of major currents in mathematical thought with greater precision.
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A Treatise on the Binomial Theorem
The Mathematical Intelligencer, 2001Shalom B. Ekhao, J. Moriarty
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Experimental quantum key distribution certified by Bell's theorem
Nature, 2022Kirill Ivanov +2 more
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The binomial theorem for hypercomplex numbers
1999This paper is devoted to the generalization of a binomial theorem for the algebra of real quaternions and for paravectors of the real Clifford algebra \(Cl_{0,n}\) (here denoted by \(C_n\)!). Since both structures are non-commutative it is difficult to calculate corresponding coefficients.
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The Binomial Theorem in Characteristic p
1995The binomial theorem describes how to expand the sum of two terms raised to a positive integer power. It implies that the pth power map is a ring homomorphism on rings of characteristic p. One consequence of this fact is new proofs of Fermat’s and Euler’s theorems.
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Bayesian statistics and modelling
Nature Reviews Methods Primers, 2021Rens van de Schoot +2 more
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Verification of the Crooks fluctuation theorem and recovery of RNA folding free energies
Nature, 2005Felix Ritort, Christopher Jarzynski
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