dagger categories造句
例句與造句
- A relation equal to its inverse is a symmetric relation; in the language of dagger categories, it is self-adjoint.
- The order inversion in the formula applies for groups in general and for the inverse relation; each of these is a dagger category.
- There is another connection between categorical quantum mechanics and quantum logic : subobjects in certain dagger categories form logical quantifiers, which problem was never satisfactorily addressed in traditional quantum logic, but becomes clear through a categorical approach.
- In a dagger category, a morphism f is called "'self-adjoint "'if f = f ^ \ dagger; this is possible only for an endomorphism f \ colon A \ to A.
- Since one may generally consider relations between different sets ( which form a category rather than a monoid, namely the category of relations "'Rel "'), in this context the inverse relation conforms to the axioms of a dagger category ( aka category with involution ).
- It's difficult to find dagger categories in a sentence. 用dagger categories造句挺難的
- Some sources define a "'category with involution "'to be a dagger category with the additional property that its set of morphisms is partially ordered and that the order of morphisms is compatible with the composition of morphisms, that is " a " a \ circ c for morphisms " a ", " b ", " c " whenever their sources and targets are compatible.