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Student
Title
Supervisor
Faculty
Educational Programme
Final Grade
Year of Graduation
Marina Fadeeva
The Accuracy of Wang-Landau Algorithm
10
2018
The investigation presents the study of the Wang-Landau algorithm, which calculates

the density of states via the random walk in the energy space. The purpose of this work is to

give analytical structure of matrix transition elements, compute them exactly for the

one-dimension case of Ising model. We explain how to control the accuracy of estimating the density of states. We also demonstrate preliminary results of the investigation of the properties of the Markov random walk in the energy space generated by the Wang-Landau probability.

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