Titlebook: Quantum Many-Body Physics of Ultracold Molecules in Optical Lattices; Models and Simulatio Michael L. Wall Book 2015 Springer International

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全神貫注于

https://doi.org/10.1007/978-3-319-14252-4Award-winning PhD Thesis; Computational Many-body Physics Research; Matrix Product State Algorithms; Mo

種屬關(guān)系

Formidable

Matrix Product States: FoundationsThe bulk of the numerical results for many-body systems contained in this thesis are obtained by variational algorithms on a class of states known as matrix product states (MPSs).

Mammal

The Infinite Size Variational Matrix Product State AlgorithmChapter?. discusses algorithms using matrix product states (MPSs) as variational ans?tze for finding eigenstates and time evolution of 1D quantum systems with a finite number of sites.

GAVEL

過(guò)剩

Open Source Code DevelopmentThe purpose of this chapter is to describe two open source code projects in which the author has been involved.

一窩小鳥

天賦

Conclusions and Suggestions for Future ResearchThis thesis presents models for the low-energy physics of molecules trapped in optical lattices and simulation methods to elucidate the many-body physics of these models in one dimension.

鋼盔

Michael L. WallNominated by the Colorado School of Mines, USA, as an outstanding Ph.D. thesis.Presents a newly invented Molecular Hubbard Hamiltonian (MHH) describing the quantum many-body physics of ultracold molec