| 单词 | abelian group |
| 释义 | > as lemmasAbelian group Abelian group n. a group whose binary operation is commutative. ΘΚΠ the world > relative properties > number > mathematical number or quantity > numerical arrangement > [noun] > set > in abstract algebra > groups syntheme1844 group1854 substitution group1861 quaternion group1881 subgroup1881 Abelian group1892 permutation group1893 quotient group1893 factor group1895 order1897 symmetric group1897 point group1903 Sylow subgroup1905 module1927 Lie group1939 symmetry group1956 Weyl group1961 stabilizer1965 1892 F. N. Cole tr. E. Netto Theory Substitutions Contents p. x. Groups analogous to the Abelian groups. 1957 Amer. Jrnl. Math. 79 477 Let G be a topological abelian group, and let A be any subset of G. 2004 A. Watson Quantum Quark ii. 16 The group SO(2) is an example of an Abelian group. < as lemmas |
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