TL;DR
The paper discusses the Molien function's role in counting invariants in supersymmetric gauge theories and its invariance under duality, illustrating its application in spectrum calculation.
Contribution
It introduces how the Molien function can be used to compute spectra in supersymmetric theories and highlights its invariance under duality transformations.
Findings
Molien function effectively counts invariants in supersymmetric gauge theories.
It remains invariant under duality transformations.
Application demonstrated in spectrum calculation for chiral superfields.
Abstract
The Molien function counts the number of independent group invariants of a representation. For chiral superfields, it is invariant under duality by construction. We illustrate how it calculates the spectrum of supersymmetric gauge theories.
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