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Volumn 180, Issue 6, 2009, Pages 813-818
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Exploiting symmetries for exponential error reduction in path integral Monte Carlo
a
a
a
CERN
(Switzerland)
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Author keywords
Harmonic oscillator; Monte Carlo; Symmetries
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Indexed keywords
COST-INCREASES;
CPU TIME;
ENERGY EIGENVALUE;
ERROR REDUCTIONS;
FUNCTIONAL INTEGRALS;
HARMONIC OSCILLATOR;
INTEGRATION SCHEMES;
LOWEST ENERGY LEVELS;
MATRIX ELEMENTS;
MONTE CARLO;
MONTE CARLO PROCEDURES;
MULTI LEVELS;
ONE-DIMENSIONAL;
ORDERS OF MAGNITUDES;
PATH INTEGRAL MONTE CARLO;
PATH INTEGRALS;
QUANTUM NUMBERS;
QUANTUM STATE;
QUANTUM SYSTEMS;
STATISTICAL ERRORS;
STATISTICAL SYSTEMS;
SYMMETRIES;
SYMMETRY PROPERTIES;
TIME DISTANCES;
TRANSFER MATRICES;
TWO-POINT CORRELATION FUNCTIONS;
HARMONIC ANALYSIS;
OSCILLATORS (ELECTRONIC);
OSCILLATORS (MECHANICAL);
QUANTUM ELECTRONICS;
QUANTUM OPTICS;
TRANSFER MATRIX METHOD;
MONTE CARLO METHODS;
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EID: 67349209929
PISSN: 00104655
EISSN: None
Source Type: Journal
DOI: 10.1016/j.cpc.2008.10.017 Document Type: Article |
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Times cited : (33)
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References (9)
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