| scholarly article | Q13442814 |
| P819 | ADS bibcode | 2016PhRvE..93f3303Z |
| P356 | DOI | 10.1103/PHYSREVE.93.063303 |
| P698 | PubMed publication ID | 27415383 |
| P2093 | author name string | Wolfgang Paul | |
| Sergey V Zablotskiy | |||
| Victor A Ivanov | |||
| P2860 | cites work | Multicanonical ensemble: A new approach to simulate first-order phase transitions | Q21698968 |
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| Scalable replica-exchange framework for Wang-Landau sampling. | Q51038776 | ||
| Phase transitions of a single polymer chain: A Wang-Landau simulation study. | Q51790635 | ||
| Transitions of tethered polymer chains: a simulation study with the bond fluctuation lattice model. | Q51892665 | ||
| Wang-Landau algorithm: a theoretical analysis of the saturation of the error. | Q51900266 | ||
| Fast algorithm to calculate density of states. | Q51914706 | ||
| Conformational transitions of nongrafted polymers near an absorbing substrate. | Q51966751 | ||
| Regularity properties and pathologies of position-space renormalization-group transformations: Scope and limitations of Gibbsian theory | Q56893526 | ||
| Applications of the Wang-Landau algorithm to phase transitions of a single polymer chain | Q57370418 | ||
| Computer Simulations of Soft Matter: Linking the Scales | Q57372065 | ||
| Simulation of polymers by the Monte Carlo method using the Wang-Landau algorithm | Q58335488 | ||
| Microcanonical Analyses of Peptide Aggregation Processes | Q59223112 | ||
| P433 | issue | 6 | |
| P407 | language of work or name | English | Q1860 |
| P921 | main subject | Monte Carlo method | Q232207 |
| P304 | page(s) | 063303 | |
| P577 | publication date | 2016-06-09 | |
| P1433 | published in | Physical Review E | Q2128181 |
| P1476 | title | Multidimensional stochastic approximation Monte Carlo | |
| P478 | volume | 93 |
| Q47559580 | Control of accuracy in the Wang-Landau algorithm |
| Q64938920 | Diagrams of States of Single Flexible-Semiflexible Multi-Block Copolymer Chains: A Flat-Histogram Monte Carlo Study. |
| Q47799788 | Macroscopically constrained Wang-Landau method for systems with multiple order parameters and its application to drawing complex phase diagrams. |
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