We define a class of confidence bands for distribution functions,named simple confidence bands.The class of bands includes the common step bands and continuous
We obtain some convergence properties concerning Faber polynomials and apply them to studying univalent functions with quasiconformal extensions. In particular,
The triangular linear fnite elements on piecewise uniform grid for an elliptic problem in convex polygonal domain are discussed.Global superconvergence in discr
In this paper,we study the growth of fundamental groups of Finsler manifolds.Some relationships between the growth of fundamental groups and the volume growth o
In this paper,we construct an orbifold quantum cohomology twisted by a flat gerbe. Then we compute these invariants in the case of a smooth manifold and a discr
In this paper we review some results on the fractal geometry properties of the sets of thick points,thin points,fast points and slow points derived from Lé
Let F be a family of holomorphic functions and suppose that there exists ε 】 0 such that if f ∈ F, then |(f 2 ) (ξ)|≤4-ε for all fixed points ξ of the se
We prove fluctuation limit theorems for the occupation times of super-Brownian motion with immigration. The weak convergence of the processes is established, wh
Let F be a field, T n the group consisting of all n × n invertible upper triangular matrices over F . In this article we classify bijective maps φ from T
We are grateful to Professors Peter Hall, W.K. Li and Guodong Li for their illuminating discussions. In particular, we thank Professor Hall for pointing out his