The Thiemann operator is a candidate for this type of constraint, which would describe kinematics in quantum loop theory. Vector fields described by this adjective are obtained by rotating the gradient field components ninety degrees, and are important for determining equations of motion in phase space. Ehrenfest's theorem relates the time derivative of an observable with the commutator of this operator with that observable's operator. Cycles of this type touch every vertex of a graph once before returning to the starting vertex. When applied to wavefunctions, the operator of this type yields energy eigenvalues. For 10 points, give this term describing an operator that equals the sum of kine
The Thiemann operator is a candidate for this type of constraint, which would describe kinematics in quantum loop theory. Vector fields described by this adjective are obtained by rotating the gradient field components ninety degrees, and are important for determining equations of motion in phase space. Ehrenfest's theorem relates the time derivative of an observable with the commutator of this operator with that observable's operator. Cycles of this type touch every vertex of a graph once before returning to the starting vertex. When applied to wavefunctions, the operator of this type yields energy eigenvalues. For 10 points, give this term describing an operator that equals the sum of kinetic and potential energy, named for an Irish mathematician and represented by a capital H.
The Thiemann operator is a candidate for this type of constraint, which would describe kinematics in quantum loop theory.
Hamiltonian