We prove an embedding theorem for functions of bounded variation. We give an application to the study of Poisson integral on the disk.
Let Bn B n be the open unit ball in Cn ℂ n and let (M m,g) (M m, g) be a Kähler manifold with strongly negative or strongly semi-negative curvature. In this paper, we study Siu type rigidity theorem ...
A commercial unit went up in flames in the middle of the Baltic Triangle last night. Firefighters battled throughout the night to contain the blaze, which took place in a 15 by 20m unit on Kitchen ...
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