Add to ORKGIt has been proposed (1,2) that the charge operators Fi and Fi5 of the vector and axial-vector current octets may obey the algebra of SU(3)×SU(3) exactly, to all orders in the strong interactions, under equal-time commutation
The nucleon matrix elements of the charge commutation relations are considered for arbitrary momentu...
We present a general current algebra approach to the study of the new light Higgs boson h. In partic...
We investigate higher-loop integrability for a q-deformation of the -sector of SYM theory. First we...
We assume that a component of the F-spin current is utilized as part or all of the vector weak curre...
Let us summarize the discussion in the first part of this work on the use of equal-time commutation ...
We apply, with a slight modification, the theory proposed earlier [M. Gell-Mann, Phys. Rev. 125, 106...
It has recently been proposed (1) that the space integrals of all components of the vector current o...
We consider the relation between the five-dimensional BF model and a four-dimensional local current ...
By combining the local current algebra with the commutation relations between the current densities ...
We explore some explicit representations of a certain stable deformed algebra of quantum mechanics, ...
The algebra of the good operators of Fubini is studied. The commutators of the positive-parity curre...
It has been shown that the SU 4 or SU 6 algebra of currents has no consistent solution for nonzero-m...
The work presented in the following pages deals with certain aspects of the current algebraic appro...
The commutator algebra of the currents for two-dimensional scale invariant sigma models on homogeneo...
Commutation properties of two-dimensional momentum operators with gauge potentials are investigated....
The nucleon matrix elements of the charge commutation relations are considered for arbitrary momentu...
We present a general current algebra approach to the study of the new light Higgs boson h. In partic...
We investigate higher-loop integrability for a q-deformation of the -sector of SYM theory. First we...
We assume that a component of the F-spin current is utilized as part or all of the vector weak curre...
Let us summarize the discussion in the first part of this work on the use of equal-time commutation ...
We apply, with a slight modification, the theory proposed earlier [M. Gell-Mann, Phys. Rev. 125, 106...
It has recently been proposed (1) that the space integrals of all components of the vector current o...
We consider the relation between the five-dimensional BF model and a four-dimensional local current ...
By combining the local current algebra with the commutation relations between the current densities ...
We explore some explicit representations of a certain stable deformed algebra of quantum mechanics, ...
The algebra of the good operators of Fubini is studied. The commutators of the positive-parity curre...
It has been shown that the SU 4 or SU 6 algebra of currents has no consistent solution for nonzero-m...
The work presented in the following pages deals with certain aspects of the current algebraic appro...
The commutator algebra of the currents for two-dimensional scale invariant sigma models on homogeneo...
Commutation properties of two-dimensional momentum operators with gauge potentials are investigated....
The nucleon matrix elements of the charge commutation relations are considered for arbitrary momentu...
We present a general current algebra approach to the study of the new light Higgs boson h. In partic...
We investigate higher-loop integrability for a q-deformation of the -sector of SYM theory. First we...