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Quiver subtractions
We study the vacuum structure of gauge theories with eight supercharges. It has been recently discovered that in the Higgs branch of 5 d and 6 d SQCD theories with eight supercharges, the new massless states, arising when the gauge coupling is taken to infinity, can be described in terms of Coulomb... Full description
Main Author:  Cabrera, Santiago 
Contributors: 
Hanany, Amihay
 Author 
Contained in:  Journal of High Energy Physics Berlin : Springer Vol. 2018, No. 9 (2018), p. 121 
Journal Title:  Journal of High Energy Physics 
Fulltext access:  Fulltext access (direct link  free access) 10.1007/JHEP09(2018)008
Availability is being checked...

Links: 
Volltext (dx.doi.org) 
ISSN: 
10298479 
Keywords: 
Field Theories in Higher Dimensions
Field Theories in Lower Dimensions OriginalPaper Solitons Monopoles and Instantons Supersymmetric Gauge Theory 
DOI: 
10.1007/JHEP09(2018)008 
Language: 
English 
Notes: 
Open Access A r X iv e P rint:1803.11205 
Physical Description: 
OnlineRessource 
ID (e.g. DOI, URN): 
10.1007/JHEP09(2018)008 JHEP09(2018)008 
PPN (CatalogueID):  SPR062812750 
Internes Format
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100  1  a Cabrera, Santiago e verfasserin 4 aut  
245  1  0  a Quiver subtractions h Elektronische Ressource 
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520  a We study the vacuum structure of gauge theories with eight supercharges. It has been recently discovered that in the Higgs branch of 5 d and 6 d SQCD theories with eight supercharges, the new massless states, arising when the gauge coupling is taken to infinity, can be described in terms of Coulomb branches of 3 d N=4$$ \mathcal{N}=4 $$ quiver gauge theories. The description of this new phenomenon draws from the ideas discovered in the analysis of nilpotent orbits as Higgs and Coulomb branches of 3 d theories and promotes the Higgs mechanism known as the KraftProcesi transition to the status of a new operation between quivers. This is the quiver subtraction. This paper establishes this operation formally and examines some immediate consequences. One is the extension of the physical realization of KraftProcesi transitions from the classical to the exceptional Lie algebras. Another result is the extension from special nilpotent orbits to nonspecial ones. One further consequence is the analysis of the effect in 5 d N=1$$ \mathcal{N}=1 $$ SQCD of integrating out a massive quark while the gauge coupling remains infinite. In general, the subtraction of quivers sheds light on the different types of singularities within the Coulomb branch and the structure of the massless states that arise at those singular points; including the nature of the new Higgs branches that open up. This allows for a systematic analysis of mixed branches of 3 d N=4$$ \mathcal{N}=4 $$ quivers that do not necessarily have a simple embedding in string theory. The subtraction of two quivers is an extremely simple resource for the theoretical physicist interested in the vacuum structure of gauge theories, and yet its power is so remarkable that is bound to play a crucial role in the coming discoveries of new and exciting physics in 5 and 6 dimensions.  
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650  7  a Field Theories in Lower Dimensions 2 gnd  
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650  7  a Solitons Monopoles and Instantons 2 gnd  
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773  0  8  i in t Journal of High Energy Physics d Berlin : Springer g Vol. 2018, No. 9 (2018), p. 121 q 2018:9<121 w (DE601)SPR047830530 x 10298479 
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