The more general quasimeromorphic mappings are studied with the geometric method. The necessary and sufficient conditions for the normality of the family of qua
We investigate the structure of solutions of boundary value problems for a non-linear pseudodifferential equation describing the dynamics(rolling)of p-adic clos
In this paper,we first introduce a concept of L_p-dual Quermassintegral sum function of convex bodies and establish the polar projection Minkowski inequality an
［1］Gilbert, J. E., Hogan, J. A., Lakey, J. D., Atomic decomposition of divergence-free Hardy spaces, Mathematica Moraviza, 1997, Special Volume, Proc. IWAA: 33-52
In a Birkhoff region of instability for an exact area-preserving twist map, we construct some orbitsconnecting distinct Denjoy minimal sets. These sets correspo
For some local fields F, a description of torsion subgroups of K2 (F) via the elements of a specific form is given.
In this paper, we study the dynamics of minimal rambling sets with codimension one dominatedsplittings.
Deconvolution problem is a main topic in signal processing. Many practical applications are re-quired to solve deconvolution problems. An important example is i
We obtain rigidity results on arbitrary proper holomorphic maps F from an irreducible bounded symmetric domain Ω of rank ≥2 into any complex space Z. After li