单词 | monodromy group |
释义 | > as lemmasmonodromy group monodromy group n. a group each of whose elements is a transformation taking one branch of a multivalued function f(z) to another when the variable z is taken round a closed path surrounding a branch point of f; spec. one in which the function concerned is a solution of a differential equation. ΚΠ 1891Monodromy group [see sense 1]. 1929 Amer. Jrnl. Math. 51 310 It is impossible to construct upon an irreducible branch curve an algebraic function possessing an abelian non-cyclic monodromie group. 2010 J. Belk & S. Koch in M. Bonk et al. In Trad. of Ahlfors-Bers, V: Triennial Ahlfors-Bers Colloquium 1 We compute the iterated monodromy group for a postcritically finite endomorphism F : P2 → P2. < as lemmas |
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