commutation law造句

• In order for the operators to project out the symmetric or antisymmetric component of the creating wavefunction, they must have the appropriate commutation law.
• Already in his classic book, Hermann Weyl observed that this commutation law was " impossible to satisfy " for linear operators, acting on finite-dimensional spaces unless vanishes.
• However, its ( anti-) commutation law relative to " c "  i . e ., its quantization prescription, which ignores the spin-statistics theorem by giving Fermi Dirac statistics to a spin-0 particle will be given by the requirement that the inner product on our Fock space of asymptotic states be singular along directions corresponding to the raising and lowering operators of some combination of non-BRST-closed and BRST-exact fields.