Green functions of two-dimensional Yang-Mills theories on nonorientable surfaces
- ,
- M. Khorrami()
- Tehran U. and
- IPM, Tehran and
- IASBS, Zanjan
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Abstract:
By using the path integral method , we calculate the Green functions of field strength of Yang-Mills theories on arbitrary nonorientable surfaces in Schwinger-Fock gauge. We show that the non-gauge invariant correlators consist of a free part and an almost -independent part. We also show that the gauge invariant -point functions are those corresponding to the free part , as in the case of orientable surfaces.Note:
- 6 pages,LaTex Report-no: IPM-96-
- gauge field theory: Yang-Mills
- dimension: 2
- partition function
- wave function
- n-point function
- geometry: algebra
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