Noun:

కమ్యుటేటర్,

commutator's Usage Examples:

specifically group theory, the three subgroups lemma is a result concerning commutators.

When one set of commutators is aligned with.

Pascual Jordan and Wolfgang Pauli showed in 1928 that quantum fields could be made to behave in the way predicted by special relativity during coordinate transformations (specifically, they showed that the field commutators were Lorentz invariant).

Historically, vibrator driven switches or motor-driven commutators have also been used for mechanical rectifiers and synchronous rectification.

However, for fermions the mathematics is different, involving anticommutators instead of commutators.

L_{x},\;\;\left[L_{z},L_{x}\right]i\hbar L_{y},} where [ , ] denotes the commutator [ X , Y ] ≡ X Y − Y X .

The contraction limit ε → 0 trivializes the first commutator and thus yields the non-isomorphic algebra of the.

the technical problems of continuous rotation with the invention of the commutator, he called his early devices "electromagnetic self-rotors".

In quantum mechanics, it is satisfied by operator commutators on a Hilbert space and equivalently in the phase space formulation of.

The commutator subgroup is.

Schrödinger picture respectively, H is the Hamiltonian and [•,•] denotes the commutator of two operators (in this case H and A).

mortuary mov-, mot-, mut- move, motion Latin movere, motus admove, amotion, amove, bimotor, cocommutator, commotion, commove, commutable, commutation, commutative.

or derived subgroup of a group is the subgroup generated by all the commutators of the group.

Synonyms:

electrical switch, switch, electric switch,

Antonyms:

back, switch off, disengage, switch on,