作者: André LeClair
DOI: 10.1016/0550-3213(94)90308-5
关键词: Quantum mechanics 、 Complex space 、 Affine plane 、 Affine geometry 、 Physics 、 Affine Lie algebra 、 Affine group 、 Affine coordinate system 、 Mathematical physics 、 Quantum affine algebra 、 Affine representation
摘要: Abstract We present a new application of affine Lie algebras to massive quantum field theory in two dimensions, by investigating the q → 1 limit -deformed symmetry sine-Gordon theory, this occurring at free fermion point. describe how radial quantization leads quasi-chiral factorization space fields. The conserved charges which generate algebra split into independent on factorized space, each with level one, anti-periodic sector. fields sector can be organized using level-one highest-weight representations, if one supplements usual local integrals motion. Using motion, momentum bosonization involving vertex operators is formulated. This way computing form factors, as vacuum expectation values space.