Carmichael number

English

Named after Robert Daniel Carmichael (1879–1967), American mathematician.

Carmichael number (plural Carmichael numbers)

(mathematics) A composite number ${\\displaystyle n}$ that satisfies the modular arithmetic congruence relation ${\\displaystyle b^{n-1}\\equiv 1{\\pmod {n}}}$ for all integers ${\\displaystyle 1<b<n}$ that are relatively prime to ${\\displaystyle n}$ .

单词	Carmichael number
释义	Carmichael number English Etymology Named after Robert Daniel Carmichael (1879–1967), American mathematician. Noun Carmichael number (plural Carmichael numbers) (mathematics) A composite number ${\\displaystyle n}$ that satisfies the modular arithmetic congruence relation ${\\displaystyle b^{n-1}\\equiv 1{\\pmod {n}}}$ for all integers ${\\displaystyle 1<b<n}$ that are relatively prime to ${\\displaystyle n}$ .
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