The Coulomb branch formula for quiver moduli spaces
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Jan Manschot, Boris Pioline, Ashoke Sen, The Coulomb branch formula for quiver moduli spaces, Confluentes Mathematici, 9, 2, 2017, 49-69
Abstract
In recent series of works, by translating properties of multi-cent
ered supersymmetric black
holes into the language of quiver representations, we proposed a f
ormula that expresses the
Hodge numbers of the moduli space of semi-stable representation
s of quivers with generic
superpotential in terms of a set of invariants associated to ‘single-
centered’ or ‘pure-Higgs’
states. The distinguishing feature of these invariants is that they
are independent of the choice
of stability condition. Furthermore they are uniquely determined by
the
χ
y
-genus of the moduli
space. Here, we provide a self-contained summary of the Coulomb b
ranch formula, spelling
out mathematical details but leaving out proofs and physical motiva
tions.
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Author's Homepage: http://people.tcd.ie/manschoj
Other Titles: Confluentes Mathematici
Type of material: Conference Paper

