Correlation functions and computer simulations
G Parisi - Nuclear Physics B, 1981 - Elsevier
Nuclear Physics B, 1981•Elsevier
Nuclear Physics B180 [FS2] (1981) 378-384 (~) North-Holland Publishing Company
CORRELATION FUNCTIONS AND COMPUTER SIMULATIONS G. Page 1 Nuclear Physics
B180 [FS2] (1981) 378-384 (~) North-Holland Publishing Company CORRELATION
FUNCTIONS AND COMPUTER SIMULATIONS G. PARISI INFN, Laboratori Nazionali di
Frascati, Frascati, Italy Received 11 November 1980 If the equilibrium properties of a
statistical system are obtained by solving numerically the associated Langevin equation …
CORRELATION FUNCTIONS AND COMPUTER SIMULATIONS G. Page 1 Nuclear Physics
B180 [FS2] (1981) 378-384 (~) North-Holland Publishing Company CORRELATION
FUNCTIONS AND COMPUTER SIMULATIONS G. PARISI INFN, Laboratori Nazionali di
Frascati, Frascati, Italy Received 11 November 1980 If the equilibrium properties of a
statistical system are obtained by solving numerically the associated Langevin equation …
Abstract
If the equilibrium properties of a statistical system are obtained by solving numerically the associated Langevin equation describing the approach to equilibrium, the connected correlation functions can be computed directly with small effort and high precision.
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