例句與造句

1. One can choose sign conventions such that the derivatives satisfy the anticommutation relations
2. The defining structure of the algebra is the anticommutation relation
3. It is these anticommutation relations that imply Fermi Dirac statistics for the field quanta.
4. Beside the PDEs, the operators also satisfy another relation, the commutation / anticommutation relations.
5. The Clifford algebra is the algebra generated by " V " along with the anticommutation relation.
6. It's difficult to find anticommutation relation in a sentence. 用anticommutation relation造句挺難的
7. Note this is different from the conventional approach where quarks always obey anticommutation relations and gluons commutation relations.
8. The " parafermionic and parabosonic algebras " are generated by elements that obey the commutation and anticommutation relations.
9. When \ psi is a grassmann valued field, or equivalently an operator with canonical anticommutation relations, the field describes identical fermions.
10. The gamma matrices form bases in Clifford algebra, and have a connection to the components of the flat spacetime Minkowski metric in the anticommutation relation:
11. By putting in the expansions for \ psi ( x ) and \ psi ( y ), the anticommutation relations for the coefficients can be computed.
12. We shall call this system " supersymmetric " if the following anticommutation relation is valid for all i, j = 1, \ ldots, N:
13. The properties of these operators can be discerned from the properties of the field . \ psi ( x ) and \ psi ( y ) ^ { \ dagger } obey the anticommutation relations:
14. This is not simple as an algebra, and has a quotient ( replacing the i \ otimes by ordinary entrywise multiplication by " i " ) that satisfies the same anticommutation relations.
15. formally gives the equations of motion and the anticommutation relations of the Dirac field, just as the Klein Gordon Lagrangian in an ordinary path integral gives the equations of motion and commutation relations of the scalar field.
16. It is as if we pretend the creation and annihilation operators anticommute and then we reorder the expression to ensure the creation operators are on the left and the annihilation operators are on the right-all the time taking account of the anticommutation relations.