Results 1 
5 of
5
General Terms
"... A.Pushpalatha et al [11] introduced the concept of �*gclosed set in topological spaces. S.Eswaran and A.Pushpalatha [6] introduced and studied the properties of �*generalized continuous maps and �*gcirresolute maps in topological spaces. In this paper, we introduce and study a new class of maps ..."
Abstract
 Add to MetaCart
of maps called � *generalized open maps and the notion of � *generalized homeomorphism and � *gc homeomorphism in topological spaces.
SHMPI,IFIET} PROOFS OF SOME BASIC THEOREMS FOR QUASIREGULAR MAPPINGS
"... In what follows/ ' will always denote a nonconstant rdimensional quasiregular mapping of a domain Gc R ' into R'. We recall that the branch set81 is the set of those points in G at which / is not locally homeomorphic, and that ..."
Abstract
 Add to MetaCart
In what follows/ ' will always denote a nonconstant rdimensional quasiregular mapping of a domain Gc R ' into R'. We recall that the branch set81 is the set of those points in G at which / is not locally homeomorphic, and that
GENERALTZED CONFORMAL WETDING
"... Abstract. Let O be a homeomorphism of the unit circle T onto itself. Suppose that for anyBorelsetGcTwithdimG=0wehavemeasurernl(o(G))=rn1(iDl(G))=0.weprov" tn.t tt unit disk D and its exterior D ' are mapped by conformal mappings / and / ' onto disjoint domains O and O', respect ..."
Abstract
 Add to MetaCart
Abstract. Let O be a homeomorphism of the unit circle T onto itself. Suppose that for anyBorelsetGcTwithdimG=0wehavemeasurernl(o(G))=rn1(iDl(G))=0.weprov" tn.t tt unit disk D and its exterior D ' are mapped by conformal mappings / and / ' onto disjoint domains O and O
PseudoAnosov maps and simple closed curves on surfaces
, 2000
"... Abstract. Suppose C and C ′ are two sets of simple closed curves on a hyperbolic surface F. We will give necessary and sufficient conditions for the existence of a pseudoAnosov map g such that g(C) ∼ = C ′. PseudoAnosov maps are the most important class among surface homeomorphisms [Th3], and th ..."
Abstract

Cited by 3 (2 self)
 Add to MetaCart
Abstract. Suppose C and C ′ are two sets of simple closed curves on a hyperbolic surface F. We will give necessary and sufficient conditions for the existence of a pseudoAnosov map g such that g(C) ∼ = C ′. PseudoAnosov maps are the most important class among surface homeomorphisms [Th3