Representation of Local Current Algebra at Infinite Momentum
Representation of Local Current Algebra at Infinite Momentum is a scholarly work, published in 1966 in ''Physical Review Letters''. The main subjects of the publication include political representation, physics, pure mathematics, charge, algebra over a field, current algebra, mathematical physics, quantum chromodynamics, quantum mechanics, current, Commutation, momentum, mathematics, and particle physics. It 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.