例句與造句

1. Restricted to this subspace we obtain the trivial representation.
2. The alternating groups for have only one one-dimensional irreducible representation, the trivial representation.
3. The symmetric polynomials are the trivial representation, and the alternating polynomials are the sign representation.
4. The symmetric group has two 1-dimensional representations : the trivial representation and the sign representation.
5. For the former case, the trivial representation could either lie in the symmetric product, or the antisymmetric product.
6. It's difficult to find trivial representation in a sentence. 用trivial representation造句挺難的
7. The integral representation corresponding to the permutation action on 23 points decomposes into the trivial representation and a 22-dimensional representation.
8. The corresponding linear representation over the complex numbers is the sum of the trivial representation and a 23-dimensional irreducible representation.
9. A spin singlet is a trivial representation, a spin doublet is a fundamental representation and a spin triplet is a vector representation.
10. contains exactly one copy of the trivial representation if " V " is equivalent to its dual representation and no copies otherwise.
11. Although the trivial representation is constructed in such a way as to make its properties seem tautologous, it is a fundamental object of the theory.
12. where " r " " g " is the character of the regular representation and 1 is the character of the trivial representation.
13. The zeroth indicator is the dimension of the irreducible representation, the first indicator would be 1 for the trivial representation and zero for the other irreducible representations.
14. At those primes the definition must be'corrected', taking the largest quotient of the representation ? on which the inertia group acts by the trivial representation.
15. The connection with induced representations is that the permutation representation on cosets is the special case of induced representation, in which a representation is induced from a trivial representation.
16. The symmetric group " S " " 2 " consists of two elements and has two irreducible representations, the trivial representation and the sign representation.
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