sigma08-017. 433KB Jun 04 2011 12:10:13 AM
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We investigate the symmetry algebras of integrable spin Calogero systems con- structed from Dunkl operators associated to finite Coxeter groups.. Based on two explicit examples, we
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
dyons having both hyper-electric g and hyper-magnetic ˜ g charges, and these preons-dyons are confined by hyper-magnetic strings which are an N = 1 supersymmetric non-Abelian flux
In the next Subsection we use free field resolutions (so called butterfly resolutions) of irre- ducible N = 2 Virasoro algebra modules to represent free field construction of
Thus, we still need to broaden our scope by another method, which is specialized on (and applicable only for) the real forms. We call this method ‘fundamental’, because it
We also prove, under the same assumptions regarding the worldvolume at fixed time, that classical Nambu brackets on the worldvolume are quantised by the multibrackets corresponding
We used the hydrodynamic approach of Dubrovin, Novikov to integrable systems and Dubrovin solutions of WDVV associativity equation to construct new integrable string equations
In summary, we elaborated a geometric approach to physical theories on spacetimes provided with nonlinear and linear connections compatible with nonsymmetric metrics, in the context
