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