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− locally  −closed

(1, 2)* - Ψ -Locally Closed Sets

(1, 2)* - Ψ -Locally Closed Sets

... locally closed sets in [4] to define LC-continuity and ...generalized locally closed ...g-locally closed sets (= ω-locally closed sets) ...-locally ...

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Decomposition of supra soft locally closed sets and supra SLC-continuity

Decomposition of supra soft locally closed sets and supra SLC-continuity

... soft locally closed sets in supra soft topological spaces, which are weak forms of supra open soft sets and discuss their relationships with each other and other supra open soft sets [International Journal ...

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pgrw-Locally Closed Sets in Bitopological Spaces

pgrw-Locally Closed Sets in Bitopological Spaces

... ω-Locally closed set in a bitopologicalspace is introduced by ...pgrw-locally closed sets, pgrw-lc*-sets, pgrw-lc**-sets and investigate some of their ...

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Locally closed sets and LC continuous functions

Locally closed sets and LC continuous functions

... inverse image of each open set in the codomain to be locally closed in the domain... The significance of this notion is that LC-continuity is the continuity dual of nearly.[r] ...

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Some Generalizations of Locally Closed Sets

Some Generalizations of Locally Closed Sets

... Example 4.4 . Let X = Y = {a, b, c, d}, τ = σ = {∅, X, {a}}. Then C(X ) = C(Y ) = {∅, {b, c, d}} and λ-open sets in X (resp. Y ) are: ∅, X, {a}, {a, b}, {a, c}, {a, d}, {a, b, c}, {a, c, d}, {a, b, d}. λ-locally ...

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Λ − θ − I − Closed − Sets

Λ − θ − I − Closed − Sets

... generalized Locally closed sets in an ideal topological space (X, τ, ...be locally θ − I − closed if there exist an open set U and a θ − I − closed set F such the A = U ∩ F A subset A ...

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Groovy Parity Games

Groovy Parity Games

... not closed, the current priority is simply updated to be the highest remaining priority, and a new attractor is ...or locally closed there. If it is globally closed, we return the dominion, ...

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On Decompositions of (r*g*)* Closed Set in Topological Spaces

On Decompositions of (r*g*)* Closed Set in Topological Spaces

... generalized closed set in topological spaces. The concept of locally closed sets in a topological space was introduced by Bourbaki ...of locally closed sets and defined the ...

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Vol 9, No 3 (2018)

Vol 9, No 3 (2018)

... of locally closed sets in topological space was introduced by Bourbaki ...of locally closed sets and defined the LC-continuity and ...of locally closed ...generalized ...

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On Locally b#-Closed Sets and Weakly b#-Closed Sets

On Locally b#-Closed Sets and Weakly b#-Closed Sets

... of locally b # -closed closed sets, b # -locally closed sets and weakly b # -closed sets are introduced and their relationship between other sets is ...

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Closed loop stabilization of the Jamming Avoidance Response reveals its locally unstable and globally nonlinear dynamics

Closed loop stabilization of the Jamming Avoidance Response reveals its locally unstable and globally nonlinear dynamics

... where k=0.38 Hz, p=–0.24 Hz and T=57 ms. Recall that G(s) represents the transfer function from the df, d(t), to the fish’s EOD frequency, y(t) (both signals were baseline subtracted). The negative real pole (p<0) ...

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Density of classical points in eigenvarieties

Density of classical points in eigenvarieties

... For the Coleman–Mazur eigencurve, it is known that the set of points correspond- ing to classical modular eigenforms (classical points ) is a Zariski-dense subset. The two ingredients in the proof of this result are ...

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A Study on Compactness in Metric Spaces and Topological Spaces

A Study on Compactness in Metric Spaces and Topological Spaces

... In the proposed study, first, we shall give some necessary definitions and states some necessary theorems in order to present the paper in a self contained manner. Afterward, we shall prove the most important and popular ...

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On Soft Almost Paracompactness in Soft Topological Space

On Soft Almost Paracompactness in Soft Topological Space

... P  x X}. It is soft regularly open cover of (G,A), hence there exists an X-locally finite family B of soft regularly closed sets which refines B and covers (G,A). Now for each (V,A)  V, let (V,A)* = ( X ...

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Vol 2, No 1 (2011)

Vol 2, No 1 (2011)

... gp- closed, resp. gsp-closed, resp. gpr-closed, ...regular closed, resp. pre-closed, resp. semi-pre-closed, ...every closed sub set V of ...

5

Horizontal curves of hyperbolic metrics

Horizontal curves of hyperbolic metrics

... a closed oriented surface of genus γ ≥ 2, and suppose g ( t ) is a smooth horizontal curve in M −1 , for t ∈ [ 0 , T ) , with finite length L ( 0 ) < ∞ ...1)} closed Riemann surfaces ( of genus strictly ...

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Design of Self Assembling Molecules and Boundary Value Problem for Flows on a Space of n Simplices

Design of Self Assembling Molecules and Boundary Value Problem for Flows on a Space of n Simplices

... (e) Closed trajectories of the vector field on B 3 induced by Cone P P P P { yzw , xzw , xyw , xyz } , where P x y z w l m n k = x x x x 0 1 l m n k 2 3 ...

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An Extension of Gregus Fixed Point Theorem

An Extension of Gregus Fixed Point Theorem

... a closed convex subset of a complete metrizable space X and T : C → C a mapping that satisfies F(Tx − T y) ≤ aF(x − y) + bF(x − Tx) + cF(y − T y) + eF(y − Tx) + f F(x − T y) for all x, y ∈ C, where 0 < a < ...

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Fixed point of a pair of contractive dominated mappings on a closed ball in an ordered dislocated metric space

Fixed point of a pair of contractive dominated mappings on a closed ball in an ordered dislocated metric space

... Common fixed point results for mappings satisfying locally contractive conditions on a closed ball in an ordered complete dislocated metric space have been established. The notion of dominated mappings is ...

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A class of generalized best approximation problems in locally convex linear topological spaces

A class of generalized best approximation problems in locally convex linear topological spaces

... In a locally convex linear topological space every element possesses at least one best approximation with respect to every closed, convex and finite dimensional set.. In a finite dimensi[r] ...

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