Titlebook: Quantum Monte Carlo Methods in Equilibrium and Nonequilibrium Systems; Proceedings of the N Masuo Suzuki Conference proceedings 1987 Spring

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H. Ishii,T. Yamamotouse as a receptacle of waste has to be restrained. Consequently, environmental disruption and environmental use are by nature allocation problems. This is the basic message of this book.978-3-540-26777-5

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0171-1873 symposium, if any, should be directed to all of them. So far, I have met in person a total of 62 participants in this Division from 12 countries: Argentina, Be978-3-642-83156-0978-3-642-83154-6Series ISSN 0171-1873 Series E-ISSN 2197-4179

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Interpolation Between Dimensionsrices. For the ferromagnetic Ising model an exact solution is presented for interpolation between isolated spins and . 1, and finite strip calculations are presented for interpolation between . 1 and . 2. A possible application of this interpolation scheme is the numerical study of quantum spin syst

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High-Speed Algorithm for Quantum Monte Carlo Simulationce a binary-number spin representation using logical commands. The calculation is fully vectorized by decomposing into appropriate sublattices. The one-dimensional antiferromagnetic Heisenberg model (S=1/2) is studied for the Trotter number m≤32 to check the efficiency of our algorithm. We deal with

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Investigation of One- and Two-Dimensional Quantum Spin Systems by Monte Carlo Simulations Trotter formula, the quantum spin system is mapped into the limit of a sequence of classical spin systems with one extra dimension. Numerical questions connected to this limit are discussed. The role of particle and winding numbers is clarified. An overview of the problems investigated by our group

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Critical Properties of Spin Chains the Trotter approximation. It is shown that extrapolation to N=∞ works quite effectively and makes the estimation of the critical indices ν, γ and η possible. In the case of S=1/2 the obtained values of ν,γ and η agree quite well with the exact values obtained by Luther and Peshel. Haldane’s conjec