Consistency Conditions for Fivebrane in M Theory on R5/Z2 Orbifold
Abstract
We derive some consistency conditions for fivebrane in M theory on R5/Z2 orbifold from the quantization law for the antisymmetric tensor field. We construct consistent fivebrane configurations in R5/Z2 type orbifold that exhibit the correct low energy dynamics of N=2 SQCD in four dimensions with symplectic and orthogonal gauge groups. This leads us to propose the M theory realization of orientifold four-planes of various types, and we study their properties by applying the consistency conditions.
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