WebSep 6, 2024 · Exactly solvable models in Statistical mechanics by Baxter is the place to look.. The other answers have already pointed the infinite range Ising model and 1D Ising model as exactly solvable (although the latter has phase transition at zero temperature). Besides the infinite and the 1D case, the Ising (and more generally Potts) model is also … Weba wide class of exactly solvable many-body quantum systems. By employing exact eigenstates to simulate the adiabatic transport of a model’s quasi-particles, the resulting Berry phase provides a direct demonstration of their non-Abelian statistics. We apply this technique to Kitaev’s honeycomb lattice model and
Exactly Solvable Models of Biological Invasion - 1st Edition - Sergei
WebJan 11, 2008 · This book is related to "Exactly solved models in Statistical Physics" like Newton's Principa to classical mechanics or Gauss' "Disquisitiones arithmetica" to the theory of numbers or Kant's "Criticismn of pure Reason" to philosophy. Like Kant RJ Baxter may not be the founder of the field, but he was the one who WebNov 10, 2024 · Encouraged by the above results we revisit here a similar but not identical scenario to deal with two different exactly solvable (interacting) finite fermions-model of the Lipkin kind [see, for instance, [25,26] and references therein] that do not appeal to pairing interaction as in . We will show that the different structural details that ... how to make something a link
Quasi-Exactly Solvable Models in Quantum Mechanics
WebAn exactly solvable model having a phase transition and in which only the interaction of fluctuations with equal and oppositely directed momenta is taken into account is investigated. The critical and tricritical regimes and the crossover between them are considered. The influence of frozen-in impurities on the phase transition is studied, and ... WebNov 2, 2024 · exactly solvable model (the term refers to numerical . solvability. ) 2 N. Solvability is believed related to symmetry . forms su(2). Examples I. c ... WebJan 1, 1993 · The first result in Exactly Solvable Models is concerned with the partition function for the inhomogeneous six-vertex model with domain wall boundary conditions on an N [times] N lattice. The authors show that the partition function may be written as the determinant of an N [times] N matrix whose elements are trigonometric functions of the ... how to make something a heading