A chiral superpropagator for pions

P. T. Davies
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引用次数: 2

Abstract

The author considers the superpropagator constructed from a chiral SU(2)*SU(2) invariant Lagrangian. He shows in general how the complications arising from the derivative couplings can be separated from the nonpolynomial, nonderivative part; and explicitly calculate the pion superpropagator for the unique choice of pion field that strict localizability requires. In an Appendix he shows that an extension of the Efimov-Fradkin Green function representation will give us n multiplet to n multiplet second order functions from the superpropagator.
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介子的手性超传播子
作者考虑了由手性SU(2)*SU(2)不变拉格朗日量构造的超传播子。他展示了导数耦合的复杂性如何从非多项式,非导数部分中分离出来;并明确计算了严格局域性所要求的介子场的唯一选择的介子超传播子。在附录中,他证明了对Efimov-Fradkin Green函数表示的扩展将从超传播子得到n个乘子到n个乘子二阶函数。
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Erratum: On the number of spiral self-avoiding walks (J. Phys. A: Math. Gen. (1984) 17 (L271-4)) Linearization and symmetry breaking in nonlinear SU(3) x SU(3) A note on the gravitational field of a rotating radiating source The spin hamiltonian The asymptotic form of the N soliton solution of the Korteweg-de Vries equation
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