sigma10-033. 198KB Jun 04 2011 12:10:38 AM
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We introduce an epsilon system on a geometric crystal of type A n , which is a certain set of rational functions with some nice properties.. We shall show that it is equipped with
For the rational spectral variety, the BA-module elements and coefficients of commutating differential operators are expressed in terms of elementary functions.. Our initial idea was
Here we construct an isomorphism between a realization of B(Λ 0 ) using Nakajima’s monomial crystal and one case of Fayers’ partition crystal.. Of course any two realizations of B(Λ 0
The action ( 2.6 ) leads to 13 tree level vertices whose rather lengthy expressions are listed in Appendix A. all vertices with one B, one ¯ B and an arbitrary number of A legs
On a general basis, let us emphasize that noncommutative quantum field theories (for a gene- ral review, see for example [ 5 ]) can be interpreted as limits of matrix models or
This paper was aimed to show how an interpretative procedure of divergent perturbative series, involving Mellin–Barnes representation and Borel resummation, leads to a
The exact symmetries associated to the junction representation are then examined, certain obvious and non-trivial representations of quantum algebras are introduced, and turn out
From a classical point of view these systems are characterized by the so called “closed or- bit property” for bounded motions, and from a quantum point of view these systems present
