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Continuous Maps

(r*g*)* continuous maps in topological spaces

(r*g*)* continuous maps in topological spaces

... semi continuous functions using semi open ...generalized continuous maps in a topological ...of maps called (r*g*)* continuous ...

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Continuous Maps on Digital Simple Closed Curves

Continuous Maps on Digital Simple Closed Curves

... of continuous maps on digital simple closed curves, inspired by analogs for Euclidean simple closed ...for continuous maps and antipodal points on digital simple closed ...

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STRONGLY MINIMAL g* - CONTINUOUS MAPS AND STRONGLY MINIMAL g** -CONTINUOUS MAPS IN MINIMAL SPACES

STRONGLY MINIMAL g* - CONTINUOUS MAPS AND STRONGLY MINIMAL g** -CONTINUOUS MAPS IN MINIMAL SPACES

... of continuous maps have been introduced and investigated by several ...of continuous functions have been discussed by ...strongly continuous functions, semi- continuous functions,  - ...

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On Fuzzy arω-Continuous Maps in Fuzzy Topological Spaces

On Fuzzy arω-Continuous Maps in Fuzzy Topological Spaces

... Abstract: In this paper, we introduced new class of continuous maps called fuzzy αrω- continuous maps in fuzzy topological spaces and studied some of their basic properties. Also we introduce ...

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Topological sequence entropy of continuous maps on topological spaces

Topological sequence entropy of continuous maps on topological spaces

... for continuous maps on arbitrary topological spaces (compactness, metrizability, even axioms of separation not necessarily required), in- vestigate fundamental properties of the new sequence entropy, and ...

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Intuitionistic Fuzzy Digital Continuous Maps and Connected Maps

Intuitionistic Fuzzy Digital Continuous Maps and Connected Maps

... digital continuous maps between any two intuitionistic fuzzy digital images defined by the intuitionistic fuzzy digital regular sets and to study some of its ...connected maps is established by ...

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≈g(1,2)* - Continuous Maps

≈g(1,2)* - Continuous Maps

... of continuous maps. A weak form of continuous maps called g-continuous maps were introduced by Balachandran et ...generalized continuous maps called ...

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Fuzzy gb  Continuous Maps in Fuzzy Topological Spaces

Fuzzy gb Continuous Maps in Fuzzy Topological Spaces

... 3.10 Example Let X = Y ={a, b} and the fuzzy sets A, B, C, D and E be defined as follows. A={(a, 0.9), (b, 0.9)}, B = {(a, 0.8), (b, 0.5)}, C = {(a, 0.7), (b, 0.5)}, D={(a, 0.5), (b, 0.2)}, E={(a, 0.5), (b, 0.6)}. ...

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g ̂^*s continuous maps in topological spaces

g ̂^*s continuous maps in topological spaces

... Anto studied and investigated the basic properties of ∗ s-closed closed sets Pious Missier and Anto by generalizing the semi closed sets using -open sets.. Based on ∗ s-closed closed set[r] ...

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On w-semi- -continuous maps

On w-semi- -continuous maps

... In [3], Janković and Hamlett introduced the concept of 𝔗-open sets in topological spaces. In [1] Hatir and Noiri introduced the notion of semi-𝔗-open sets and semi-𝔗-continuous functions and in [2] they further ...

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Abstract: -In this paper, we introduce a new class of sets called supra - locally closed sets and new class of maps called

Abstract: -In this paper, we introduce a new class of sets called supra - locally closed sets and new class of maps called

... and maps between topological spaces called supra -open sets and supra -continuous maps, ...of maps called supra generalized locally continuous ...

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Supra b Maps via Topological Ordered Spaces

Supra b Maps via Topological Ordered Spaces

... ordered spaces. In 2016, Abo-Elhamayel and Al-shami [1] introduced and studied some new maps between supra topological spaces. El-Shafei et al. [20] formulated strong sepa- ration axioms via supra topological ...

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Axioms for the Lefschetz number as a lattice valuation

Axioms for the Lefschetz number as a lattice valuation

... of maps on abstract simplicial complexes, we show that the Lefschetz number is unique with respect to a valuation axiom and an axiom specifying the value on a ...to continuous maps of polyhedra, ...

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(i,j)   r^g Closed Sets in Bitopological Spaces

(i,j) r^g Closed Sets in Bitopological Spaces

... The aim of this paper is to introduce a new class of sets called (i,j) - r^g closed sets and a new class of maps called D^(i,j) continuous maps and D^(i,j)- irresolute maps in bitopological ...

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Fuzzy r continuous and fuzzy r semicontinuous maps

Fuzzy r continuous and fuzzy r semicontinuous maps

... semicontinuous maps which are generalizations of fuzzy semiopen sets and fuzzy semi- continuous maps in Chang’s fuzzy topology, ...-semicontinuous maps are ...

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On Supra b−open Sets and Supra b-continuity on Topological Spaces

On Supra b−open Sets and Supra b-continuity on Topological Spaces

... and maps between topological spaces called supra b−open sets and supra b−continuous maps, ...b-open maps and supra b-closed maps and investigate several properties of ...

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On rgw⍺-Continuous and rgw⍺-Irresolute Maps
in Topological Spaces

On rgw⍺-Continuous and rgw⍺-Irresolute Maps in Topological Spaces

... The continuous functions plays very important role in ...generalized continuous (briefly g - continuous) functions which are called in [5] as g- irresolute ...rgwα-continuous maps, ...

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A quasitopos containing CONV and MET as full subcategories

A quasitopos containing CONV and MET as full subcategories

... In [17] the categories TOP of topological spaces and continuous maps and pq-MET of extended pseudo-quasi-metric spaces and non-expansive maps were embedded in a common.. The idea behind [r] ...

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Best Proximity Pairs Theorems for Continuous Set-Valued Maps

Best Proximity Pairs Theorems for Continuous Set-Valued Maps

... Theorem 2.1. Let M, E, r be an NR-metric space. Let A ⊆ M be nonempty, compact, r-convex, and let B be a nonempty subset of M. Let G : A A be a continuous, onto set-valued map with compact values such that G − ∈ ...

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Fixed point theorems for the class Q(X,Y)

Fixed point theorems for the class Q(X,Y)

... A nonempty subset X of a Hausdorff topological vector space E is said to be nearly convex (see Wu [7]) if for every compact subset A of X and every neighborhood V of the origin 0 of E, there is a continuous mapping ...

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