sigma11-025. 582KB Jun 04 2011 12:10:49 AM
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We establish an equivalence between a scaling limit of the partition function of the six-vertex model on a cylinder with quasi-local operators inserted and special boundary
We showed that the symmetrizability property of the Dunkl operator L with a positive weight function w ( x ) on a symmetric interval (or a union of symmetric intervals) leads to
• the general 3-particle system is constructed, with three couplings and one free function • higher-particle systems exist, tedious to construct; hypergeometric functions appear •
In this article, we show that the second nearest neighbor correlation function can be simplified with some combinatorial formulae, and give an explicit formula for the third
In Section 6 we examine the quantum version of the hidden symmetries and analyze the gravitational and axial anomalies connected with quantum symme- try operators for Klein–Gordon
Using Legendre transformation in three variables, including the remaining group parameter, we arrived at linear partial differential equations with constant coefficients which
By considering the fact that several of the translations on the lattice of connection preserving deformations present equivalent evolution equations, we recover an automorphism
Recall that in the general classification problem, once the quasi-exactly solvable Lie algebras of differential operators g are determined, the next step is to construct second
