An alternative approach to Jaynes-Cummings model with dissipation at finite temperature
An alternative approach to the Jaynes-Cummings model (JCM) with dissipation at a finite enviromental temperature is presented in terms of
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Analytic Derivation of the Quark Distribution Functions Near x=1 by Statistical Methods
In this paper, we made a statistical approach on the thermodynamic structure of the nucleon and its quark distributions. We
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Andreev Edge State on Semi-Infinite Triangular Lattice: Detecting the Pairing Symmetry in Na_0.35CoO_2.yH_2O
We study the Andreev edge state on the semi-infinite triangular lattice with different pairing symmetries and boundary topologies. We find
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Andreev-Fano Effect in a Hybrid Normal-Metal / Superconductor Interferometer
We report on a new type of Fano effect, named as Andreev-Fano effect, in a hybrid normal-metal / superconductor (N/S)
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Anomalous layering at the liquid Sn surface
X-ray reflectivity measurements on the free surface of liquid Sn are presented. They exhibit the high-angle peak, indicative of surface-induced
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Another Look at Charged Higgs Boson Production at LEP
The current atmospheric and solar neutrino experimental data favors the bi-maximal mixing solution of the Zee-type neutrino mass matrix in
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A Phenomenological Model of the Baryons The Body Center Cubic Model of the Vacuum Material
From the quark confinement idea, we conjecture that the quarks compose colorless particles (uud and udd - the Lee Particles)
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A Possible Structure Model of the Vacuum: The Body Center Cubic Model of the Vacuum Material
This paper has deduced the baryon spectrum using only 2 flavored quarks u and d (each of them has three
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Applications of Quantum Group to FQH Effect
We show that there exists quantum group symmetry $ sl_{q}(2) $ in the fractional quantum Hall effect (FQHE) and this
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Applied Symbolic Dynamics
Symbolic dynamics is a coarse-grained description of dynamics. By taking into account the ``geometry'' of the dynamics, it can be
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A Proposal About the Confinement of Quarks
From the Dirac sea concept and the Quark Model, we infer a phenomenological accompanying excitation concept. This concept will give
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A Proposal About the Rest Masses of Quarks
From the Dirac sea concept, we infer that a body center cubic quark lattice exists in the vacuum. Adapting the
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A Proposed Absolute Entropy of Near Extremal Kerr-Newman Black Hole
Some problems have been found as to the definition of entropy of black hole being applied to the extremal Kerr-Newman
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A Quantum Integrable System with Two Colour-Components in Two Dimensions
The Davey-Stewartson 1(DS1) system[9] is an integrable model in two dimensions. A quantum DS1 system with 2 colour-components in two
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A Search for Point Sources of Cosmic Primary Rays Which Produce Single Muon Tracks at Ground Level
An increased data sample of identified secondary muons is collected at detection level. Project GRAND identifies secondary cosmic ray muons
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A Situation Calculus-based Approach To Model Ubiquitous Information Services
This paper presents an augmented situation calculus-based approach to model autonomous computing paradigm in ubiquitous information services. To make it
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Astrophysics with HESSI
In the summer of the year 2000, a NASA Small Explorer satellite, the High Energy Solar Spectroscopic Imager (HESSI), will
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Asymmetries of Secondary Cosmic Muons with High Statistics and Low Systematics
Project GRAND measures the asymmetries of secondary cosmic muons by calculating the differences between the muons from the east and
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Atomic-scale surface demixing in a eutectic liquid BiSn alloy
Resonant x-ray reflectivity of the surface of the liquid phase of the Bi$_{43}$Sn$_{57}$ eutectic alloy reveals atomic-scale demixing extending over
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Base Encryption: Dynamic algorithms, Keys, and Symbol Set
All the current modern encryption algorithms utilize fixed symbols for plaintext and cyphertext. What I mean by fixed is that
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Baxter's T-Q Relation and Bethe Ansatz of Discrete Quantum Pendulum and Sine-Gordon Model
Using the Baxter's T-Q relation derived from the transfer matrix technique, we consider the diagonalization problem of discrete quantum pendulum
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Bethe Ansatz and Quantum Davey-Stewartson 1 System with Multicomponent in Two Dimensions
The quantum 2-component DS1 system was reduced to two 1D many-body problems with $δ-$function interactions, which were solved by Bethe
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Bethe Ansatz Equations of XXZ Model and q-Sturm-Liouville Problems
In this article we have discovered a close relationship between the (algebraic) Bethe Ansatz equations of the spin $s$ XXZ
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Bethe Ansatz for Heisenberg XXX Model
We investigate Bethe Ansatz equations for the one-dimensional spin-$\frac{1}{2}$ Heisenberg XXX chain with a special interest in a finite system.
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