Computing the partition function, ensemble averages, and density of states for lattice spin systems by sampling the mean.

scientific article published on October 2013

Computing the partition function, ensemble averages, and density of states for lattice spin systems by sampling the mean. is …
instance of (P31):
scholarly articleQ13442814

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P8978DBLP publication IDjournals/jcphy/Gillespie13
P356DOI10.1016/J.JCP.2013.05.001
P932PMC publication ID3737008
P698PubMed publication ID23935210
P894zbMATH Open document ID1349.65024

P50authorDirk GillespieQ47828721
P2093author name stringDirk Gillespie
P2860cites workDynamics of a Quantum Phase Transition: Exact Solution of the Quantum Ising ModelQ27339672
Efficient, Multiple-Range Random Walk Algorithm to Calculate the Density of StatesQ27349838
Flux regulation of cardiac ryanodine receptor channelsQ33590295
Flecainide inhibits arrhythmogenic Ca2+ waves by open state block of ryanodine receptor Ca2+ release channels and reduction of Ca2+ spark mass.Q33618629
Carvedilol and its new analogs suppress arrhythmogenic store overload-induced Ca2+ releaseQ35707246
Role of gap junctions in the propagation of the cardiac action potentialQ35749980
Intracellular calcium release channels mediate their own countercurrent: the ryanodine receptor case study.Q36908402
Simulating Lattice Spin Models on Graphics Processing Units.Q51640370
Exact distribution of energies in the two-dimensional ising modelQ74565257
P6104maintained by WikiProjectWikiProject MathematicsQ8487137
P304page(s)1-12
P577publication date2013-10-01
P1433published inJournal of Computational PhysicsQ6295008
P1476titleComputing the partition function, ensemble averages, and density of states for lattice spin systems by sampling the mean
P478volume250

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