semigroup action造句
例句與造句
- A correspondence between transformation semigroups and semigroup actions is described below.
- If we restrict it to faithful semigroup actions, it has nice properties.
- Any transformation semigroup can be turned into a semigroup action by the following construction.
- A transformation semigroup of a set has a tautological semigroup action on that set.
- Furthermore, since a monoid is a semigroup, one can consider semigroup actions of monoids.
- It's difficult to find semigroup action in a sentence. 用semigroup action造句挺難的
- For any transformation semigroup S of X, define a semigroup action T of S on X as T ( s, x ) = s ( x ) for s \ in S, x \ in X.
- Measurable sets invariant mod 0 under a flow or a semigroup action form the "'invariant subalgebra "'of ?, and the corresponding measure-preserving dynamical system is ergodic if the invariant subalgebra is the trivial " ? "-algebra consisting of the sets of measure 0 and their complements in " X ".