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THE TEACHING OF MATHEMATICS

Inverse Functions and their Derivatives

Pages 144-147 | Published online: 11 Apr 2018

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Jonathan M. Borwein & Robert M. Corless. (2018) Gamma and Factorial in the Monthly. The American Mathematical Monthly 125:5, pages 400-424.
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N. A. Vavilov. (2023) Computers As a Novel Mathematical Reality: II. Waring’s Problem. Doklady Mathematics 107:3, pages 143-172.
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Fernando Chamizo. (2022) A simple evaluation of a theta value, the Kronecker limit formula and a formula of Ramanujan. The Ramanujan Journal 59:3, pages 947-954.
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William D’Alessandro. (2020) Proving quadratic reciprocity: explanation, disagreement, transparency and depth. Synthese 198:9, pages 8621-8664.
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Keisuke Nakano. 2020. Reversible Computation. Reversible Computation 54 70 .
Gareth A. Jones. 2020. Isomorphisms, Symmetry and Computations in Algebraic Graph Theory. Isomorphisms, Symmetry and Computations in Algebraic Graph Theory 155 183 .
Hiroshi Maehara & Horst Martini. (2018) Elementary geometry on the integer lattice. Aequationes mathematicae 92:4, pages 763-800.
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Nam Gu Heo. (2016) Analysis of the Tasks to Find Intersection Points of a Function and Its Inverse Function. The Mathematical Education 55:3, pages 335-355.
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Aimeric Malter, Dierk Schleicher & Don Zagier. (2017) New Looks at Old Number Theory. The American Mathematical Monthly 120:3, pages 243-264.
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Alan J. Cain. (2010) Deus ex Machina and the Aesthetics of Proof. The Mathematical Intelligencer 32:3, pages 7-11.
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A. I. Generalov. (2007) A combinatorial proof of Euler-Fermat’s theorem on the representation of the primes p=8k+3 by the quadratic form x 2+2y 2. Journal of Mathematical Sciences 140:5, pages 690-691.
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Bhaskar Bagchi. (1999) Format’s two squares theorem revisited. Resonance 4:7, pages 59-67.
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John D. Dixon & Brian MortimerJohn D. Dixon & Brian Mortimer. 1996. Permutation Groups. Permutation Groups 274 301 .

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