54 citations · 296 across the 38 of their papers we have counts for
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Gauge theory on a space with linear Lie type fuzziness
M. Khorrami, A. H. Fatollahi, A. Shariati
The U(1) gauge theory on a space with Lie type noncommutativity is constructed. The construction is based on the group of translation in Fourier space, which in contrast to space i…
Dirac theory on a space with linear Lie type fuzziness
A. Shariati, M. Khorrami, A. H. Fatollahi
A spinor theory on a space with linear Lie type noncommutativity among spatial coordinates is presented. The model is based on the Fourier space corresponding to spatial coordinate…
Statistical mechanics of free particles on space with Lie type noncommutativity
Ahmad Shariati, Mohammad Khorrami, Amir H Fatollahi
Effects of Lie type noncommutativity on thermodynamic properties of a system of free identical particles are investigated. A definition for finite volume of the configuration space…
Quantum mechanics on space with SU(2) fuzziness
Amir H. Fatollahi, Ahmad Shariati, Mohammad Khorrami
Quantum mechanics of models is considered which are constructed in spaces with Lie algebra type commutation relations between spatial coordinates. The case is specialized to that o…
Poisson structure on a space with linear SU(2) fuzziness
Mohammad Khorrami, Amir H. Fatollahi, Ahmad Shariati
The Poisson structure is constructed for a model in which spatial coordinates of configuration space are noncommutative and satisfy the commutation relations of a Lie algebra. The…
A note on the three dimensional sine--Gordon equation
Ahmad Shariati
Using a simple ansatz for the solutions of the three dimensional generalization of the sine--Gordon and Toda model introduced by Konopelchenko and Rogers, a class of solutions is f…
Toda theories as contraction of affine Toda theories
A. Aghamohammadi, M. Khorrami, A. Shariati
Using a contraction procedure, we obtain Toda theories and their structures, from affine Toda theories and their corresponding structures. By structures, we mean the equation of mo…
A Triangular Deformation of the two Dimensional Poincare Algebra
M. Khorrami, A. Shariati, M. Abolhassani +1
Contracting the -deformation of $\SL(2,\Real)$, we construct a new deformation of two dimensional Poincaré algebra, the algebra of functions on its group and its differential st…
-Deformation as a Contraction of -Deformation
A. Aghamohammadi, M. Khorrami, A. Shariati
We show that -deformation can be obtained, by a singular limit of a similarity transformation, from -deformation; to be specefic, we obtain $\GL_h(2)$, its differential struc…
On The Inhomogeneous Quantum Groups
A. Shariati, A. Aghamohammadi
Using the multi-parametric deformation of the algebra of functions on $ \GL{n+1} $ and the universal enveloping algebra $ \U{\igl{n+1}} $, we construct the multi-parametric quantum…
On Little Groups and Boosts of -deformed Poincare Group
S. Rouhani, A. Shariati
We show how Wigner's little group approach to the representation theory of Poincaré group may be generalized to the case of -deformed Poincaré group. We also derive the deformed…