The Green-Griffiths-Lang conjecture stipulates that for every projective variety X of general type over C,there exists a proper algebraic subvariety of X co
We consider the computational questions which arise when analyzing quasi-birth-death processes with a continuous phase set.We develop a framework based on t
Up to now,we have some good sufficient conditions(such as Kanda-Forst condition,Raos condition and the extended Kanda-Forst-Rao condition etc.)for a Lévy p
In this talk,we will first review Perelmans W-entropy formula for Ricci flow and the W-entropy formula for the heat equation of the Witten Laplacian on comp
Studying the long-term behavior of the K(a)hler-Ricci flow on mildly singular varieties,one isnaturally lead to construct weak solutions of degenerate parab
We will discuss a particular sums of squares problem for analytic functions,and explore how progress on this problem yields results concerning mappings betw
The problem of regularity of mappings between real hypersurfaces in complex space has attracted a lot of attention of experts in CR-geometry in the last few