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12 papers · 2 filters
Fuzzy Toric Geometries
Christian Saemann
We describe a construction of fuzzy spaces which approximate projective toric varieties. The construction uses the canonical embedding of such varieties into a complex projective s…
Universality From Very General Nonperturbative Flow Equations in QCD
Oliver J. Rosten
In the context of very general exact renormalization groups, it will be shown that, given a vertex expansion of the Wilsonian effective action, remarkable progress can be made with…
Modular Symmetry and Fractional Charges in N=2 Supersymmetric Yang-Mills and the Quantum Hall Effect
Brian P. Dolan
The parallel roles of modular symmetry in supersymmetric Yang-Mills and in the quantum Hall effect are reviewed. In supersymmetric Yang-Mills theories modular symmetry…
Particle-like solutions to the Yang--Mills-dilaton system in d=4+1 dimensions
Eugen Radu, Ya. Shnir, D. H. Tchrakian
We construct static solutions to a SU(2) Yang--Mills (YM) dilaton model in 4+1 dimensions subject to bi-azimuthal symmetry. The YM sector of the model consists of the usual YM term…
Noncommutative vector bundles over fuzzy CP^N and their covariant derivatives
Brian P. Dolan, Idrish Huet, Sean Murray +1
We generalise the construction of fuzzy CP^N in a manner that allows us to access all noncommutative equivariant complex vector bundles over this space. We give a simplified constr…
Conformal coupling of the scalar field with gravity in higher dimensions and invariant powers of the Laplacian
Ruben Manvelyan, D. H. Tchrakian
The hierarchy of conformally coupled scalars with the increasing scaling dimensions , connected with the -th Euler density in the corresponding space…