相关期刊:《Wuhan University Journal of Natural Sciences》《Chinese Physics B》《Applied Mathematics and Mechanics(English Edition)》《Acta Mathematicae Applicatae Sinica》更多>>
supported by the National Science Foundation;supported by a collaboration grant from the Simons Foundation(Grant No.523341);PSC-CUNY awards and a grant from NSFC(Grant No.11571122)。
Given a modulus of continuity ω,we consider the Teichmuller space TC1+ω as the space of all orientation-preserving circle diffeomorphisms whose derivatives are ω-continuous functions modulo the space of Mobius tran...
The first author is partially supported by National Natural Science Foundation of China(Grant Nos.11371268and 11471117);Science and Technology Commission of Shanghai Municipality(Grant No.13dz2260400);the third author is partially supported by National Natural Science Foundation of China(Grant No.11471117);by PERS of Emory
This paper is devoted to the study of some fundamental properties of the sewing home- omorphism induced by a Jordan domain. In particular, using conformal invariants such as harmonic measure, extremal distance, and re...
Supported partially by the Academy of Finland(Grant No.131477);the Magnus Ehrnrooth foundation
Let f : Ω→ f(Ω) belong to R^n be a W^1,1-homeomorphism with L^1-inegrable inner We show that finiteness of min{lipf(x), kf(x)), for every x∈ Ω/E, implies that f^-1 ∈ W^1,n and has finite distortion, pro...
Supported by National Natural Science Foundation of China (Grant No 10971030)
A homeomorphism w=f(z) of a domain D is called a locally quasiconformal mapping, if for each subdomain D' of D with 'D, the restriction of f(z) on D' is a quasiconformal mapping. We give some conditions for a m...
Supported by National Natural Science Foundation of China (Grant Nos. 10801103, 10801126 and 10871142);Natural Sciences Fund for Colleges and Universities in Jiangsu Province (Grant No. 08KJB110010)
In this paper, using the integral method observed by Mai Jiehua recently, we show that no dendrite admits a sensitive commutative group action.
It is well known that if X is an arc or a circle, then there is no expansive homeomorphism on X. In this paper we prove that there is no expansive Z^d action on X, which answers the two questions raised by us before, ...
Project supported by the National Natural Science Foundation of China and JTU
Suppose that D is a domain in (n 2) and y= f(x): D → R^n is a homeomorphism. We prove that if the modulus dilatation K(x, f) satisfies the condition A then f(x) is ACL.
Supported by the National Natural Science Foundation of China ;the Dctoral Foundation of the Education Commission of China
In this paper,a distortion theorem and some equicontinuity and compactness theorems are obtained for the homeomorphism f with the sphere dilatation H(x,f)∈Lloc(D).