Theory of Spin Lattices and Lattice Gauge Models: Proceedings of the 165th WE-Heraeus-Seminar Held at the Physikzentrum, Bad Honnef, Germany, 14-16 October 1996
John Walter Clark, Manfred L. Ristig
Springer, Jan 1, 1997 - Science - 194 pages
The accomplishments and the available expertise of scientists working on spin systems, lattice gauge models, and quantum liquids and solids has culminated in an extraordinary opportunity for rapid and efficient development of realistic strategies and algorithms of ab initio theoretical analysis of conventional and exotic condensed-matter systems. This volume presents the latest results in the interdisciplinary field of lattice many-body systems. These include magnetism and phase transitions and lattice gauge problems in quantum field theory. Also treated are strongly correlated systems that help to unify many-body problems in solid-state physics, crystallography, and materials sciences and that helped their quantitative understanding.
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Ising Heisenberg and Hubbard Models in Relation
Studies of Lattice Spin Systems Using Series Expansions
Critical Properties of 1D Spin 12 Antiferromagnetic
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analytic ansatz antiferromagnet approach approximation behavior Boninsegni Bravais lattice calculation chaotic chiral classical cluster configuration constant corresponding coupled cluster critical damping density derivative distribution function G(n dynamics electron equation exact diagonalization excitations expectation value ferromagnetic field theory finite finite-size Gernoth GFMC glueball glueball masses ground state energy ground-state group Q Hamer Hamiltonian lattice Heisenberg antiferromagnet Heisenberg model Hellberg and Manousakis hole Hubbard model interaction Ising model Kagome lattice Klein Krotscheck lattice gauge model lattice gauge theory Lett linked-cluster Lyapunov exponent magnetic field methods Monte Carlo obtained Oitmaa optimal order parameter perturbation series phase separation phase transitions Phys Physics plaquette point group quantities quantum reciprocal lattice vectors rotations series expansion simulations space group spatial spin square lattice structure factor studies symmetry t-expansion t-J model temperature thermodynamic limit trajectory transverse variables variational vortex wave function zero Zheng