Ne plutati z notaciyeyu Konveya dlya vuzliv Notaciya Konveya notaciya dlya zapisu velikih chisel v matematici Avtor anglijskij matematik Dzhon Konvej Zmist 1 Viznachennya 2 Vlastivosti 3 Prikladi 4 Posilannya 5 DzherelaViznachennya RedaguvatiLancyug Konveya viznachayetsya takimi pravilami Naturalne chislo ce lancyug dovzhini 1 Lancyug dovzhini n displaystyle n nbsp pislya yakogo jde ta naturalne chislo formuye lancyug dovzhini n 1 displaystyle n 1 nbsp Yaksho a ta b naturalni chisla a X pidlancyug todi a b a b displaystyle a to b a b nbsp X a 1 X a displaystyle X to a to 1 X to a nbsp X 1 b X displaystyle X to 1 to b X nbsp X a 1 b 1 X X a b 1 b displaystyle X to a 1 to b 1 X to Big X to a to b 1 Big to b nbsp Vlastivosti RedaguvatiTetraciya v notaciyi Konveya a b 2 b a a a a b displaystyle a to b to 2 b a underbrace a a cdot cdot a b nbsp Pentaciya v notaciyi Konveya a b 3 b a a a a n displaystyle a to b to 3 b a underbrace a cdot cdot a a n nbsp Zv yazok mizh giperoperatorom notaciyeyu Knuta ta notaciyeyu Konveya a n b hyper a n 2 b a b n Knuth Conway displaystyle begin matrix a uparrow n b amp amp mbox hyper a n 2 b amp amp a to b to n mbox Knuth amp amp amp amp mbox Conway end matrix nbsp Prikladi Redaguvati2 3 2 2 3 2 2 2 16 displaystyle 2 to 3 to 2 2 uparrow uparrow 3 2 2 2 16 nbsp 2 3 2 2 3 2 2 3 2 512 displaystyle 2 to left 3 to 2 right 2 3 2 2 3 2 512 nbsp 2 3 2 2 3 2 64 displaystyle left 2 to 3 right to 2 left 2 3 right 2 64 nbsp Posilannya RedaguvatiWeisstein Eric W Chained Arrow Notation angl na sajti Wolfram MathWorld Conway s Chained Arrow Notation na PlanetMath angl Dzherela RedaguvatiConway J H Guy R K The Book of Numbers New York Springer Verlag 1996 ISBN 0 387 97993 X Otrimano z https uk wikipedia org w index php title Notaciya Konveya amp oldid 39137700
