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Locally Connected Spaces
"... Summary. This article is a continuation of [6]. We define a neighbourhood of a point and a neighbourhood of a set and prove some facts about them. Then the definitions of a locally connected space and a locally connected set are introduced. Some theorems on locally connected spaces are given (based ..."
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Summary. This article is a continuation of [6]. We define a neighbourhood of a point and a neighbourhood of a set and prove some facts about them. Then the definitions of a locally connected space and a locally connected set are introduced. Some theorems on locally connected spaces are given (based
PANCONNECTIVITY OF LOCALLY CONNECTED
"... FIELD GROUP SUBGROUP Panconnectivity of locally connected K,3free graphs 19. ABSTRACT (Continue on reverse if?ecessary and identify by block number) 'A locally connected, K1 3free graph is panconnected if and only if the graph is 3connected. DTIC ELECTE ..."
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FIELD GROUP SUBGROUP Panconnectivity of locally connected K,3free graphs 19. ABSTRACT (Continue on reverse if?ecessary and identify by block number) 'A locally connected, K1 3free graph is panconnected if and only if the graph is 3connected. DTIC ELECTE
ON PRIME ENDS AND LOCAL CONNECTIVITY
, 2008
"... Abstract. Let U ⊂ Ĉ be a simply connected domain whose complement K = Ĉ \ U contains more than one point. We show that the impression of a prime end of U contains at most two points at which K is locally connected. This is achieved by establishing a characterization of local connectivity of K at a p ..."
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Abstract. Let U ⊂ Ĉ be a simply connected domain whose complement K = Ĉ \ U contains more than one point. We show that the impression of a prime end of U contains at most two points at which K is locally connected. This is achieved by establishing a characterization of local connectivity of K at a
Locally connected recursion categories
, 2006
"... Abstract. A recursion category is locally connected if connected domains are jointly epimorphic. New proofs of the existence of noncomplemented and recursively inseparable domains are given in a locally connected category. The use of local connectedness to produce categorical analogs of undecidable ..."
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Abstract. A recursion category is locally connected if connected domains are jointly epimorphic. New proofs of the existence of noncomplemented and recursively inseparable domains are given in a locally connected category. The use of local connectedness to produce categorical analogs
A formal basis for architectural connection
 ACM TRANSACTIONS ON SOJIWARE ENGINEERING AND METHODOLOGY
, 1997
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On hereditarily locally connected spaces
 Houston J. Math
"... ABSTRACT: Compact hereditarily locally connected (hlc) metric spaces have been studied extensively by many authors (see Whyburn [16] and Kuratowski [7]). This paper is concerned with noncompact, separable, metric hlc spaces. Several properties of topological spaces are known to characterize hlc cont ..."
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Cited by 4 (4 self)
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ABSTRACT: Compact hereditarily locally connected (hlc) metric spaces have been studied extensively by many authors (see Whyburn [16] and Kuratowski [7]). This paper is concerned with noncompact, separable, metric hlc spaces. Several properties of topological spaces are known to characterize hlc
ON PRIME ENDS AND LOCAL CONNECTIVITY
, 2007
"... Dedicated to the memory of Professor Gerald Schmieder Abstract. Let U ⊂ Ĉ be a simply connected domain whose complement K = Ĉ \ U contains more than one point. We show that the impression of a prime end of U contains at most two points in which K is locally connected. We do so by establishing a char ..."
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Dedicated to the memory of Professor Gerald Schmieder Abstract. Let U ⊂ Ĉ be a simply connected domain whose complement K = Ĉ \ U contains more than one point. We show that the impression of a prime end of U contains at most two points in which K is locally connected. We do so by establishing a
Local connectivity of Julia sets for
, 2009
"... Local connectivity of Julia sets for unicritical polynomials By JEREMY KAHN and MIKHAIL LYUBICH We prove that the Julia set J.f / of at most finitely renormalizable unicritical polynomial f W z 7! zd C c with all periodic points repelling is locally connected. (For d D 2 it was proved by Yoccoz arou ..."
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Local connectivity of Julia sets for unicritical polynomials By JEREMY KAHN and MIKHAIL LYUBICH We prove that the Julia set J.f / of at most finitely renormalizable unicritical polynomial f W z 7! zd C c with all periodic points repelling is locally connected. (For d D 2 it was proved by Yoccoz
Locally weighted learning
 ARTIFICIAL INTELLIGENCE REVIEW
, 1997
"... This paper surveys locally weighted learning, a form of lazy learning and memorybased learning, and focuses on locally weighted linear regression. The survey discusses distance functions, smoothing parameters, weighting functions, local model structures, regularization of the estimates and bias, ass ..."
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Cited by 594 (53 self)
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This paper surveys locally weighted learning, a form of lazy learning and memorybased learning, and focuses on locally weighted linear regression. The survey discusses distance functions, smoothing parameters, weighting functions, local model structures, regularization of the estimates and bias
Managing Update Conflicts in Bayou, a Weakly Connected Replicated Storage System
 In Proceedings of the Fifteenth ACM Symposium on Operating Systems Principles
, 1995
"... Bayou is a replicated, weakly consistent storage system designed for a mobile computing environment that includes portable machines with less than ideal network connectivity. To maximize availability, users can read and write any accessible replica. Bayou's design has focused on supporting apph ..."
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Cited by 506 (14 self)
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Bayou is a replicated, weakly consistent storage system designed for a mobile computing environment that includes portable machines with less than ideal network connectivity. To maximize availability, users can read and write any accessible replica. Bayou's design has focused on supporting
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