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SUMMARY:Simone Giacomelli (Milano)
DTSTART:20230502T140000Z
DTEND:20230502T150000Z
DTSTAMP:20260423T052457Z
UID:SymSem/38
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/SymSem/38/">
 Comments on Non-invertible Symmetries in Argyres-Douglas Theories</a>\nby 
 Simone Giacomelli (Milano) as part of Symmetry Seminar\n\n\nAbstract\nIn t
 his seminar I discuss the presence of non-invertible symmetries in an infi
 nite family of superconformal Argyres-Douglas theories. This class of theo
 ries arises from diagonal gauging of the flavor symmetry of a collection o
 f multiple copies of D_p(SU(N)) theories. The same set of theories that we
  study can also be realized from 6d N=(1\,0) compactification on a torus. 
 The main example in this class is the (A_2\, D_4) theory\, which bears the
  same structures of non-invertible duality and triality defects as those o
 f N=4 super Yang-Mills with gauge algebra su(2). This result extends to in
 finitely many other Argyres-Douglas theories in the same family\, includin
 g those with central charges a=c whose conformal manifold is one dimension
 al\, and those with a\\neq c whose conformal manifold has dimension larger
  than one. This conclusion is supported by examining certain special cases
  that can be realized in terms of theories of class S.\n
LOCATION:https://researchseminars.org/talk/SymSem/38/
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