## Computational physics as a new frontier in condensed matter research: report of Grant-in-aid for Scientific Research on Priority Areas, Ministry of Education, Science and Culture, Japan, no. 217 (1991-1993) |

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### Contents

Developments in the FirstPrinciples Molecular Dynamics Method | 1 |

Negative Sign Problem in Quantum Simulations Masatoshi Imada | 11 |

The Forced Oscillator Method | 21 |

Copyright | |

23 other sections not shown

### Common terms and phrases

antiferromagnetic atoms average behavior block copolymer bond calculated chain chaotic chiral chiral-glass classical cluster computational Condensed Matter Research correlation corresponds critical curve dependence dimensional discussed distribution effect eigenvalue electron density electronic structure equation ergy excitation exponent exponential Fermi ferromagnetic finite first-principles free energy func gaussian given Green's function ground Haldane Hamiltonian Hubbard model impurity interaction interface Ising model Ising spin jellium lattice layer Lett magnetic field matrix Matter Research 1995 mean field metals molecular dynamics Monte Carlo method negative obtained orbital order parameter peak phase transition Phys Physics potential Potts model present properties quantum Monte Carlo random region relaxation renormalization retrieval scaling semiconductor SG phase shown in Fig shows sign problem solid spin glass superconductors surface Suzuki symmetry temperature theory tion total energy ture vector wave function