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N=4 Supersymmetric Morse Oscillator and Its Spectrum-Generating Algebra
generalized Morse oscillator supersymmetric quantum mechanics su(1 1) osp(1 2)
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2007/8/15
2005Vol.44No.3pp.499-504DOI:
N=4 Supersymmetric Morse Oscillator and Its Spectrum-Generating Algebra
RUAN Dong1,2,3 and SUN Hong-Zhou1,2,4
1 Department of Physics, Tsing...
Generalized Toda Mechanics Associated with Loop
Algebra L(Br)
Toda many-body mechanics system Poisson bracket r matrix
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2007/8/15
2005Vol.43No.3pp.407-412DOI:
Generalized Toda Mechanics Associated with Loop
Algebra L(Br)
YANG Zhan-Ying,1 ZHAO Liu,2 and SHI
Kang-Jie1
1 Department of Physics, North...
Y(sl(2)) Algebra Application in Extended Hydrogen Atom and
Monopole Models
Yangian Y(sl(2))
loop algebra extended hydrogen monopole
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2007/8/15
2004Vol.41No.5pp.641-644DOI:
Y(sl(2)) Algebra Application in Extended Hydrogen Atom and
Monopole Models
TIAN Li-Jun,1,3 ZHANG Hong-Biao,1,2,3 JIN
Shuo,1,3 and XUE
Kang2
...
A Classical Toda Family with a Common Virasoro Symmetry Algebra
classical Toda family Virasoro symmetry algebra
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2007/8/15
2004Vol.41No.6pp.813-815DOI:
A Classical Toda Family with a Common Virasoro Symmetry
Algebra
QIAN Xian-Min1,2 and LOU Sen-Yue1,3
1 Department of Physics, Shanghai Jiao T...
Computer Algebra and Solutions to the Karamoto-Sivashinsky Equation
Karamoto-Sivashinsky equation computer algebra exact solution
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2007/8/15
2005Vol.43No.1pp.39-44DOI:
Computer Algebra and Solutions to the Karamoto-Sivashinsky Equation
XIE Fu-Ding1,2 and YUAN Zhan-Ting2
1 Department of Computer Science, Lan...
Parafermion Fields Constructed by Current Algebra
parafermion field current algebra conformal field
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2007/8/15
2004Vol.42No.2pp.251-252DOI:
Parafermion Fields Constructed by Current Algebra
YANG Zhan-Ying, SHI Kang-Jie, WANG Pei, and ZHAO Liu
Department of Physics and
Institut...
Applications of Computer Algebra in Solving Nonlinear Evolution Equations
computer algebra travelling wave solution nonlinear
evolution equation
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2007/8/15
2004Vol.41No.3pp.353-356DOI:
Applications of Computer Algebra in Solving Nonlinear Evolution Equations
XIE Fu-Ding1,2 and GAO Xiao-Shan2
1 Department of Computer Science...
The Super-Poincaré Algebra Via Pure Spinors and the Interaction Principle in 3D Euclidean Space
The Super-Poincaré Algebra Pure Spinors 3D Euclidean Space
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2010/10/18
The Poincar´e superalgebra is introduced from a generalization of the Cartan’s triality principle based on the extension of Chevalley product, between semispinor spaces and even subspaces of the...
A Representation of the Virasoro Algebra Via Wigner-Heisenberg Algebraic Technique to Bosonic Systems
the Virasoro Algebra Wigner-Heisenberg Algebraic Technique Bosonic Systems
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2010/10/28
Using the Wigner-Heisenberg algebra for bosonic systems in connection with oscillators we find a new representation for the Virasoro algebra.
Quark and Lepton Masses from Fundamental Algebra with Exact Color Symmetry
Lepton Masses Exact Color Symmetry
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2010/4/15
We propose a deformed algebra of creation and annihilation operators relating quark-lepton states. A diagonal mass operator with three parameters together with the three deformation parameters of the ...
Algebra, Logic and Qubits: Quantum Abacus
Algebra Logic Qubits Quantum Abacus
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2010/10/15
The canonical anticommutation relations (CAR) for fermion systems can be represented by finite-dimensional matrix algebra, but it is impossible for canonical commutation relations (CCR) for bosons.Aft...