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Two Soluble Models of an Antiferromagnetic Chain
- E. Lieb, T. Schultz, D. Mattis
- Physics
- 1 December 1961
Quantum Theory of Angular Momentum
- D. Mattis
- Physics
- 1981
This chapter affords a brief summary of the quantum theory of angular momentum. As the angular momentum of a charged particle is proportional to its magnetization, this subject is at the core of the…
Theory of the anomalous skin effect in normal and superconducting metals
- D. Mattis, J. Bardeen
- Physics
- 15 July 1958
Ordering Energy Levels of Interacting Spin Systems
The total spin S is a good quantum number in problems of interacting spins. We have shown that for rather general antiferromagnetic or ferrimagnetic Hamiltonians, which need not exhibit translational…
Two-Dimensional Ising Model as a Soluble Problem of Many Fermions
- T. Schultz, D. Mattis, E. Lieb
- Physics
- 1 July 1964
The two-dimensional Ising model for a system of interacting spins (or for the ordering of an AB alloy) on a square lattice is one of the very few nontrivial many-body problems that is exactly soluble…
The Theory of Magnetism Made Simple:An Introduction To Physical Concepts And To Some Useful Mathematical Methods
- D. Mattis
- Physics
- 10 March 2006
The original edition of "The Theory of Magnetism" developed the various relevant topics using modern methods adapted for the many-body problem. It presented and taught the fermionic field theory…
The uses of quantum field theory in diffusion-limited reactions
- D. Mattis, M. Glasser
- Physics
- 1 July 1998
Exact Solution of a Many-Fermion System and Its Associated Boson Field
Luttinger’s exactly soluble model of a one-dimensional many-fermion system is discussed. We show that he did not solve his model properly because of the paradoxical fact that the density operator…
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