sigma06-023. 206KB Jun 04 2011 12:09:49 AM
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In this section we prove our main results showing that, if the group G is non commutative and under some mild additional assumptions, independence of the coefficients of the
In this paper, we establish some fixed point theorems in connection with sequences of operators in the Banach space setting for Mann and Ishikawa iterative processes.. Our results
The operator gauge invariant Maxwell’s equations and corresponding charge conservation are obtained by defining the generalized derivatives of the f irst and
We apply the perturbative treatment to the second deriva- tive term in order to exclude (or reduce) the ill behavior of the original action and show that the SFN model with the
In this contribution we applied the iterative procedure of obtaining the eigenvectors for quantum integrable systems by Kharchev and Lebedev [ 7 ] (which has origin in [ 8 ]
It thus follows that the ‘Drinfeld polynomial of a regular Bethe state’ corresponds to the standard Drinfeld polynomial defined for the irreducible representation generated by
The Taub-NUT space has a special geometry where the covariantly constant K-Y tensors exist by virtue of the metric being self-dual and the Dirac-type operators generated by them
The spin chains with an infinite dimensional Hilbert space, so called noncompact magnets, are interesting in connection with the problem of constructing the Baxter Q -operators [ 12
