Nimber
In mathematics, the nimbers, also called Grundy numbers, are introduced in combinatorial game theory, where they are defined as the values of nim heaps. They arise in a much larger class of games because of the Sprague–Grundy theorem. The nimbers are the ordinal numbers endowed with a new nimber addition and nimber multiplication, which are distinct from ordinal addition and ordinal multiplication. The minimum excludant operation is applied to sets of nimbers.
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Nimber
In mathematics, the nimbers, also called Grundy numbers, are introduced in combinatorial game theory, where they are defined as the values of nim heaps. They arise in a much larger class of games because of the Sprague–Grundy theorem. The nimbers are the ordinal numbers endowed with a new nimber addition and nimber multiplication, which are distinct from ordinal addition and ordinal multiplication. The minimum excludant operation is applied to sets of nimbers.
has abstract
En mathématiques, dans la théo ...... quivalent à un certain nimber.
@fr
I numeri di Grundy sono stati ...... e in termini di questi valori.
@it
In mathematics, the nimbers, a ...... is applied to sets of nimbers.
@en
Nimliczby – liczby porządkowe ...... ych od są ciałami skończonymi.
@pl
组合博弈论引入了一类数学对象,称为尼姆数,它们被定义为尼姆堆 ...... 成的概念。这些运算和通常施行于序数类上的加法和乘法并不相同。
@zh
Wikipage page ID
Wikipage revision ID
745,104,930
oldid
383,699,838
type
comment
En mathématiques, dans la théo ...... quivalent à un certain nimber.
@fr
I numeri di Grundy sono stati ...... e moltiplicazione ridefinite.
@it
In mathematics, the nimbers, a ...... is applied to sets of nimbers.
@en
Nimliczby – liczby porządkowe ...... ych od są ciałami skończonymi.
@pl
组合博弈论引入了一类数学对象,称为尼姆数,它们被定义为尼姆堆 ...... 成的概念。这些运算和通常施行于序数类上的加法和乘法并不相同。
@zh
label
Nimber
@en
Nimber
@fr
Nimliczby
@pl
Numero di Grundy
@it
尼姆数
@zh