lie conformal algebra造句
造句与例句
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- A simple and very important example of a Lie conformal algebra is the Virasoro conformal algebra.
- A Lie conformal algebra, then, is an object R in the category of \ mathbb { C } [ \ partial ]-modules with morphism
- In fact, it has been shown by Wakimoto that any Lie conformal algebra with lambda bracket satisfying the Jacobi identity on one generator is actually the Virasoro conformal algebra.
- It has been shown that any finitely generated ( as a \ mathbb { C } [ \ partial ]-module ) simple Lie conformal algebra is isomorphic to either the Virasoro conformal algebra, a current conformal algebra or a semi-direct product of the two.
- It's difficult to see lie conformal algebra in a sentence. 用lie conformal algebra造句挺难的
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