sigma09-067. 297KB Jun 04 2011 12:10:29 AM
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In [16], the second author initiated a program of constructing the so-called spin Hecke alge- bras associated to Weyl groups with nontrivial 2-cocycles, by introducing the spin
In the affine case, a classification is only known in the subcat- egory of modules with finite-dimensional weight spaces ([18] for nonzero charge and [6] for zero charge), and
Generalizations of this functional identity are studied, where the functions involved are derivatives (including derivatives with respect to the modular parameter) of the
While in [8, 10, 21], the authors study the singularities of P -stable affine Schubert varieties (see Section 6.1 ), in [2], the authors classify the smooth and rationally
The aim of this paper is to show that it is possible to tackle the problem of quantizing an extension of the PU oscillator within a Lagrangian and a canonical ormulation, using
Elkin [12, 13] has studied equivalence of affine distributions on manifolds of dimension n ≤ 4 under diffeomorphisms of the underlying manifolds, resulting in local normal forms for
First, the characteristic polynomials of Manin matrices are key objects to obtain the commutative family of the (elliptic) gl n Gaudin model by the degeneration. Then the Manin
(3) With probability 1, the percolation graph has infinitely many infinite components, and for every finite n there is some infinite component with more than n ends.. The proof
