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Introduction to Cohomological Field Theories
Topological Quantum Field Theories and Gauge Invariance
5 other sections not shown
action algebra anomaly associated becomes bundle charge chiral choice classical commutation complex components condition conformal connection consider constant construct corresponding coupling covariant critical curves defined depend derivative described differential dimensional dimensions direction discussed energy equal equations equivalent expression fact fixed formula four functions gauge gauge fields geometry give given gravity hand higher independent infinite instanton integral interesting interpretation introduce invariant lead Lett Lie algebra limit Math means metric modes moduli space momentum monopoles natural Nucl obtain operator parameter particles particular Phys physical positive possible preprint present problem quantization quantum field theories realization regularization representation requirement satisfy shows solutions special relativity stochastic string structure surface symmetry theorem Topological transformation universal values vector Witten Yang-Mills zero