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13 papers · 1 filter
Elliptic Algebra and Integrable Models for Solitons on Noncummutative Torus
Bo-Yu Hou, Dan-Tao Peng
We study the algebra and the basis of the Hilbert space in terms of the functions of the positions of solitons. Then we embed the Heisenberg group…
Boundary Poisson structure and quantization
Liu Zhao, Wenli He
A new approach for treating boundary Poisson structures based on causality and locality analysis is proposed for a single scalar field with boundary interaction. For the case of li…
The origin of noncommutativity?
Wenli He, Liu Zhao
Consistent boundary Poisson structures for open string theory coupled to background -field are considered using the new approach proposed in hep-th/0111005. It is found that the…
Ambiguities of the Seiberg-Witten map in the presence of matter field
B. Suo, P. Wang, L. Zhao
The ambiguities of the Seiberg-Witten map for gauge field coupled with fermionic matter are discussed. We find that only part of the ambiguities can be absorbed by gauge transforma…
Solitons on Noncommutative Torus as Elliptic Algebras and Elliptic Models
Bo-Yu Hou, Dan-Tao Peng, Kang-Jie Shi +1
For the noncommutative torus , in case of the N.C. parameter and the area of is an integer, we construct the basis of Hilbert space ${\cal H}_…
Fuzzy sphere bimodule, ABS construction to the exact soliton solutions
Bo-yu Hou, Bo-yuan Hou, Rui-hong Yue
In this paper, we set up the bi-module of the algebra on fuzzy sphere. Based on the differential operators in moving frame, we generalize the ABS construction into fuzzy…