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Maximum Probability Domains for Hubbard Models

The theory of Maximum Probability Domains (MPDs) is formulated for the Hubbard model in terms of projection operators and generating functions for both exact eigenstates as well as Slater determinants. A fast MPD analysis procedure is proposed, which is subsequently used to analyse numerical results for the Hubbard model. It is shown that the essential physics behind the considered Hubbard models can be exposed using MPDs. Furthermore, the MPDs appear to be in line with what is expected from Valence Bond Theory-based knowledge.

preprint2015arXivOpen access
Guillaume AckeStijn De BaerdemackerPieter W. ClaeysMario Van RaemdonckWard PoelmansDimitri Van NeckPatrick Bultinck
cond-mat.str-elphysics.chem-ph
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Open access7 authors2 topics
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Guillaume AckeStijn De BaerdemackerPieter W. ClaeysMario Van RaemdonckWard PoelmansDimitri Van NeckPatrick Bultinck

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