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- W2006421070 abstract "An earlier method of evaluation of matrix superpropagators without derivatives is extended to cover all such cases of interest. Matrix superpropagators with derivatives are reduced to superpropagators without derivatives by a straightforward application of Wick’s theorem for tiem ordered products. A simple connection is found between the superpropagators involving the fiels with derivatives at one of the points opnly and superpropagators obtained by replacing fiels with derivatives by fields without derivatives. The results of the present paper are sufficient to allow evaluation of all superpropagators, with and without derivatives, encountered in the second order for nonlinear chiral Lagrangians." @default.
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- W2006421070 title "Matrix superpropagators with derivatives" @default.
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