In mathematical logic, the Kanamori–McAloon theorem, due to Kanamori & McAloon (1987), gives an example of an incompleteness in Peano arithmetic, similar...
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g_{x}} is Graham's function. Paris–Harrington theorem Kanamori–McAloon theorem Robertson–Seymour theorem ^ a Friedman originally denoted this function...
14 KB (1,819 words) - 22:33, 21 October 2024
Japanese footballer Kanamori clan (金森氏, Kanamori-shi), Sengoku period Japanese clan Kanamori–McAloon theorem, mathematical logic theorem This page lists people...
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functions such as the Ackermann function. Goodstein's theorem Kanamori–McAloon theorem Kruskal's tree theorem Ketonen, Jussi; Solovay, Robert (1981). "Rapidly...
5 KB (648 words) - 20:33, 31 May 2024
Friedman's SSCG function (category Theorems in discrete mathematics)
proposed and studied by Harvey Friedman. Goodstein's theorem Paris–Harrington theorem Kanamori–McAloon theorem [FOM] 274:Subcubic Graph Numbers [FOM] 279:Subcubic...
3 KB (297 words) - 23:18, 27 August 2024
arithmetic Fast-growing hierarchy Paris–Harrington theorem Kanamori–McAloon theorem Kruskal's tree theorem Kirby & Paris 1982. Rathjen 2014, lemma 2.2. Goodstein...
23 KB (2,737 words) - 21:35, 3 July 2024
Kachurovskii's theorem (convex analysis) Kanamori–McAloon theorem (mathematical logic) Kantorovich theorem (functional analysis) Kaplansky density theorem (von...
73 KB (6,038 words) - 09:58, 20 November 2024