v 3 2 7 N ov 1 99 7 Reducible Connections in Massless Topological QCD and 4 - manifolds
نویسنده
چکیده
A role of reducible connections in Non-Abelian Seiberg-Witten invariants is analyzed with massless Topological QCD where monopole is extended to non-Abelian groups version. By giving small external fields, we found that vacuum expectation value can be separated into a part from Donaldson theory , a part from Abelian Monopole theory and a part from non-Abelian monopole theory. As a by-product, we find identities of U(1) topological invariants. In our proof, the duality relation and Higgs mechanism are not necessary.
منابع مشابه
ep - t h / 97 09 20 3 v 2 7 O ct 1 99 7 Reducible Connections in Massless Topological QCD and 4 - manifolds
Non-Abelian Seiberg-Witten invariants is investigated with massless Topolog-ical QCD where monopole is extended to non-Abelian groups version. We found that vacuum expectation value can be separated into a part from Donaldson theory , a part from Abelian Monopole theory and a part from non-Abelian monopole theory. This is achieved by a non-standard regularization. As a result of this regulariza...
متن کاملep - t h / 97 09 20 3 v 1 2 9 Se p 19 97 Reducible Connections in Massless Topological QCD and 4 - manifolds
Non-Abelian Seiberg-Witten invariants is investigated with massless Topolog-ical QCD where monopole is extended to non-Abelian groups version. We found that vacuum expectation value can be separated into a part from Donaldson theory , a part from Abelian Monopole theory and a part from non-Abelian monopole theory. This is achieved by a non-standard regularization. As a result of this regulariza...
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تاریخ انتشار 1997