sigma08-060. 385KB Jun 04 2011 12:10:18 AM
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On the other hand, conjecture C for a smooth projective variety over a finite field allows to compute the Kato homology of X s in (1-3), at least in the case of semi- stable
We give an example of the construction for some simple differential operators, and outline the use of the global relation in solving the classical problem associated with
This is in contrast with the Yang–Mills theory, where one can formulate the gauge principle, to derive transformation properties of the vector gauge field and to find out
This example is important for illustrating some of the subtleties involved in studying the concept of reducibility. For example, Dajczer, Florit and Tojeiro [ 43 ] studied
• The case of singular curves of the plane, with polynomials f 1 which are weighted homo- geneous polynomials with a singularity of modality zero: these polynomials correspond to
In this paper we study the sl (2)-trivial deformations of the space of symbols of differential operators which is a Vect Pol ( R )-module, so we begin by studying some properties of
We study in Section 4 the Dunkl convolution product and the Dunkl transform of distributions which will be useful in the sequel, and when the multiplicity function takes integer
From the low-energy supergravity analysis, we identify its root lattice as the lattice of the T -duality invariants of the dyonic charges, the symmetry group of the root system as
