projective representation造句

group of rotations, but only under projective representations.
according to general theory either is a representation or a projective representation of.
It will turn out to be a projective representation.
Covering groups were introduced by Issai Schur to classify projective representations of groups.
The projective representation theory of the simple groups.
It's difficult to find projective representation in a sentence. 用projective representation造句挺难的

Assuming the projective representation is weakly continuous, two relevant theorems can be stated.
In particular, the space of spinors is a projective representation of the orthogonal group.
In these works, Wigner laid the foundation for the theory of representation or a projective representation.
The projective representations of any group are isomorphic to the ordinary representations of a central extension of the group.
As usual, the projective representations of a group are ordinary representations of a central extension of the group.
The spinors in these two eigenspaces each form projective representations of the Lorentz group, known as Weyl spinors.
This results in the projective representations or two-value representations that are actually spin representations of the covering group.
The projective representation of the restricted symplectic group can be constructed directly on coherent states as in the finite-dimensional case.
Projective representations of " G " correspond naturally to linear representations of the covering group of " G ".
If is correctly extended we obtain a linear representation of the extended group, which induces the original projective representation when pushed back down to.

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