The Universality of Physics [E-Book] : A Festschrift in Honor of Deng Feng Wang / edited by Ramzi R. Khuri, James T. Liu, Feng Chen, Wenbiao Gan.
Deng Feng Wang was born February 8, 1965 in Chongqing City, China and died August 15, 1999 while swimming with friends in the Atlantic Ocean off Island Beach State Park, New Jersey. In his brief life, he was to have an influence far beyond his years. On August 12th 2000, The Deng Feng Wang Memorial...
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Full text |
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Personal Name(s): | Chen, Feng, editor |
Gan, Wenbiao, editor / Khuri, Ramzi R., editor / Liu, James T., editor | |
Imprint: |
Boston, MA :
Springer,
2001
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Physical Description: |
X, 207 p. online resource. |
Note: |
englisch |
ISBN: |
9781461505853 |
DOI: |
10.1007/978-1-4615-0585-3 |
Subject (LOC): |
- I Proceedings of The Deng Feng Wang Memorial Conference, held August 12, 2000, at Princeton University, Princeton, NJ
- RVB Redux: A Synergistic Theory of High Tc Cuprates
- Doing ID Physics with Deng: How the Vision Goes On
- Kondo-Lattice Models with Infinite Range Hopping
- The One-dimensional t-J Model with Long Range Interaction
- Stability and Symmetry Breaking in Metal Nanowires
- From Magnetic Flux and Incommensurability to NMR and Oil Wells
- Geometry, Quantum Field Theory and NMR
- Black Holes, String Theory and Fundamental Physics
- Design of a Low Power Passive Sigma Delta Modulator
- Labeling the Nervous System with a Ballistic Approach
- II Reprints of some of Deng Feng Wang’s most important papers
- Spectrum and Thermodynamics of the One-Dimensional t-J Model with 1/?2 Exchange and Hopping
- Gutzwiller-Jastrow Wave Functions for the 1/r Hubbard Model
- Solutions to the Multiple-Component 1/r Hubbard model
- Invariants of the 1/r2 Super symmetric t-J Models
- Exact Results of the One-Dimensional 1/r2t-J Model without Translational Invariance
- Quantum Duality and Bethe-Ansatz for the Hofstadter Problem on the Hexagonal Lattice
- Exactly Solvable Extended Hubbard Model
- Integrabilities of the Long-Range t-J Models with Twisted Boundary Conditions
- SU(mn) Supersymmetric Calogero-Sutherland Model Confined in Harmonic Potential
- 1/r2t-J Model in a Magnetic Field
- Interaction-Induced Enhancement and Oscillations of the Persistent Current
- Generalizing Merton’s Approach of Pricing Risky Debt.