irreducible representation उदाहरण वाक्य
उदाहरण वाक्य
- The character of an irreducible representation V of a compact connected Lie group G is given by
- The corresponding irreducible representations are the " fundamental representations " of the Lie group.
- The Casimir element acts on any irreducible representation as multiplication by some complex scalar ? 2.
- where each is an irreducible representation.
- They are called different irreducible representations of the \ operatorname { SU } ( 2 ) algebra.
- The holonomy is labelled by a half integer N / 2 according to the irreducible representation used.
- Such representations, amongst irreducible representations, can be picked out by the Frobenius-Schur indicator.
- If H is an irreducible representation of the algebra of observables then the rays induce pure states.
- The character of the corresponding irreducible representation ? "'f "'is given by
- By Schur's lemma, this will be a multiple of the identity for irreducible representations.