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on the Noncommutative Torus
, 1999
"... Using standard field theoretical techniques, we survey pure YangMills theory on the noncommutative torus, including Feynman rules and BRS symmetry. Although in general free of any infrared singularity, the theory is ultraviolet divergent. Because of an invariant regularization scheme, this theory t ..."
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Using standard field theoretical techniques, we survey pure YangMills theory on the noncommutative torus, including Feynman rules and BRS symmetry. Although in general free of any infrared singularity, the theory is ultraviolet divergent. Because of an invariant regularization scheme, this theory
TORUS PRESS
"... GOVERNMENT PURPOSE RIGHTS LICENSE. The US Government has a nonexclusive license to use these materials for US Government purposes only. All other rights reserved by the copyright holder. ..."
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GOVERNMENT PURPOSE RIGHTS LICENSE. The US Government has a nonexclusive license to use these materials for US Government purposes only. All other rights reserved by the copyright holder.
Tachyoncondensation on noncommutative torus
 Phys. Rev. D 63 (2001) 086001 , hepth/0010101
"... on noncommutative torus by ..."
TORUS GRAPHS AND SIMPLICIAL POSETS
, 2005
"... A torus graph is a labelled regular nvalent graph encoding the combinatorial information about several important classes of torus actions on manifolds. By analogy with the GKMgraphs, we introduce the notion of equivariant cohomology of a torus graph and show that it is isomorphic to the face ring ..."
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Cited by 7 (1 self)
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A torus graph is a labelled regular nvalent graph encoding the combinatorial information about several important classes of torus actions on manifolds. By analogy with the GKMgraphs, we introduce the notion of equivariant cohomology of a torus graph and show that it is isomorphic to the face ring
Routing Algorithms for Torus Networks
 Intl. Conference on High Performance Computing
, 1995
"... Routing in mesh networks is studied in great detail in the literature. Interest in torus networks however is steadily increasing due to its symmetry in traffic distribution. In this paper, we present a new concept of virtual mesh network to map the torus interconnection networks on to the mesh netwo ..."
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Cited by 2 (1 self)
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Routing in mesh networks is studied in great detail in the literature. Interest in torus networks however is steadily increasing due to its symmetry in traffic distribution. In this paper, we present a new concept of virtual mesh network to map the torus interconnection networks on to the mesh
Quantum Mechanics on the Noncommutative Torus
, 2001
"... We analyze the algebra of observables of a charged particle on a noncommutative torus in a constant magnetic field. We present a set of generators of this algebra which coincide with the generators for a commutative torus but at a different value of the magnetic field, and demonstrate the existence ..."
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Cited by 4 (0 self)
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We analyze the algebra of observables of a charged particle on a noncommutative torus in a constant magnetic field. We present a set of generators of this algebra which coincide with the generators for a commutative torus but at a different value of the magnetic field, and demonstrate the existence
Current Algebra on the Torus
, 710
"... We derive the Npoint oneloop correlation functions for the currents of an arbitrary affine KacMoody algebra. The oneloop amplitudes, which are elliptic functions defined on the torus Riemann surface, are specified by group invariant tensors and certain constant taudependent functions. We compute ..."
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Cited by 4 (4 self)
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We derive the Npoint oneloop correlation functions for the currents of an arbitrary affine KacMoody algebra. The oneloop amplitudes, which are elliptic functions defined on the torus Riemann surface, are specified by group invariant tensors and certain constant taudependent functions. We
Homological thickness of torus knots
, 2005
"... In this paper we show that the torus knots Tp,q for 3 ≤ p ≤ q are homologically thick. Even more, we show that we can reduce the number of twists q without changing certain part of homology, and consequently we show that there exists stable homology for torus knots conjectured in [4]. Also, we calcu ..."
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In this paper we show that the torus knots Tp,q for 3 ≤ p ≤ q are homologically thick. Even more, we show that we can reduce the number of twists q without changing certain part of homology, and consequently we show that there exists stable homology for torus knots conjectured in [4]. Also, we
The Weyl representation on the torus
, 1999
"... We construct reflection and translation operators on the Hilbert space corresponding to the torus by projecting them from the plane. These operators are shown to have the same group properties as their analogue on the plane. The decomposition of operators in the basis of reflections corresponds to t ..."
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We construct reflection and translation operators on the Hilbert space corresponding to the torus by projecting them from the plane. These operators are shown to have the same group properties as their analogue on the plane. The decomposition of operators in the basis of reflections corresponds
Results 1  10
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31,921