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Adjunction inequality and coverings of Stein surfaces
Adjunction inequality coverings of Stein surfaces
2010/3/1
A stronger form of the adjunction inequality is proved for immersed real surfaces in non simply-connected Stein surfaces. The result is applied to the geometry of Stein domains and analytic continuati...
The Hardy -Littlewood-Sobolev Inequality for Non-Isotropic Riesz Potentials
Hardy -Littlewood-Sobolev Inequality Non-Isotropic Riesz Potentials
2010/3/5
In this study the inequality of Hardy-Littlewood-Sobolev type are established for non-isotropic generalized Riesz potential depending on l -distance. In this paper we establish analogues of the well k...