Counting chiral primaries in , superconformal field theories
作者： Christian Römelsberger
DOI: 10.1016/J.NUCLPHYSB.2006.03.037
关键词: Field (physics) 、 Physics 、 Supersymmetric quantum mechanics 、 Wess–Zumino model 、 Gauge theory 、 Field theory (psychology) 、 Supersymmetry 、 Quantum electrodynamics 、 Theoretical physics 、 Chiral anomaly 、 Seiberg duality
摘要: Abstract I derive a procedure to count chiral primary states in N = 1 superconformal field theories four dimensions. The primaries are counted by putting the theory on S 3 × R . also define an index that counts semi-short multiplets of theory. construct supersymmetric Lagrangians for which believed flow conformal fixed point IR. For ungauged reduce quantum mechanics, whereas gauge use ring arguments. SU ( 2 ) SYM with three flavors and its Seiberg dual. Those two results agree provided new relation holds.
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