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Classification of Parameter-Dependent Quantum Integrable Models, Their Parameterization, Exact Solution, and Other Properties
Parameter-Dependent Quantum Integrable Models Exact Solution Classification Properties
2011/7/7
We study general quantum integrable Hamiltonians linear in a coupling constant and represented by finite NxN real symmetric matrices. The restriction on the coupling dependence leads to a natural noti...
Dynamical simulation of integrable and non-integrable models in the Heisenberg picture
Dynamical simulation non-integrable models Heisenberg picture
2010/10/21
The numerical simulation of quantum many-body dynamics is typically limited by the linear growth of entanglement with time requiring exponentially increasing computational ressources to reach a given ...
High-Dimensional Integrable Models with Infinitely Dimensional Virasoro-Type Symmetry Algebra
symmetry algebra high-dimensional model invariant equation
2007/8/15
2001Vol.35No.1pp.7-10DOI:
High-Dimensional Integrable Models with Infinitely Dimensional Virasoro-Type Symmetry Algebra
LIN Ji,1,2,3 LOU Sen-Yue2 and WANG Ke-Lin1
1 Cen...
High-Dimensional Schwarzian Derivatives and
Painlevé Integrable Models
Mö bious invariance
Schwarzian derivatives high-dimensional integrable models
2007/8/15
2002Vol.38No.5pp.513-516DOI:
High-Dimensional Schwarzian Derivatives and
Painlevé Integrable Models
ZHANG Shun-Li,1 TANG Xiao-Yan,1 and LOU Sen-Yue1,2
1 Physics Departme...
High-Dimensional Integrable Models with Conformal Invariance
higher-dimensional integrable model
2007/8/15
2003Vol.40No.3pp.259-261DOI:
High-Dimensional Integrable Models with Conformal Invariance
LIN Ji1,2 and QIAN Xian-Min1,3
1 Physics Department, Shanghai Jiao Tong Unive...