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
We use the functional principal component analysis(FPCA) to model and predict the weight growth in children.In particular,we examine how the approach can help d
We show that if n＞1 is odd and has no divisor p4 for any prime p, then there is no finite group G such that |Aut(G)| = n.