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continuous function

A Weaker form of Contra Continuous Function in Nano Topological Space

A Weaker form of Contra Continuous Function in Nano Topological Space

... In 2002 [19] Zdzislaw Pawlak discussed the applications of rough set theory with an example. Based on this theory Lellis Thivagar et al [8] defined a new topology called Nano topology in terms of approximations and ...

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Solution of Reducible Quintic Equation by Properties of Continuous Function

Solution of Reducible Quintic Equation by Properties of Continuous Function

... of continuous function and the fact that if a polynomial equation with rational coefficient has rational solution then its improved equation with coefficient of highest degree term unity and integer ...

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Techniques of Discrete Function Transfers into Continuous Function in Practice

Techniques of Discrete Function Transfers into Continuous Function in Practice

... similar continuous accumulation function of the above discrete cumulative function, this article refers to Gaussian, Weibull, and others ...continuious function of Weibull distribution and ...

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Almost sp-Continuous Function

Almost sp-Continuous Function

... - continuous, (4) f is faintly precontinuous, (5) f is faintly sp-continuous, (6) f is faintly  - continuous, (7) f is faintly  - continuous, (8) f is  - almost continuous, (9) f is ...

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On GP-Compactness & GP-Continuous Function in a Topological Spaces

On GP-Compactness & GP-Continuous Function in a Topological Spaces

... Abstract - The aim of this paper is to introduce the new class of sets called generalized pre compact set (briefly gp- compact) sets in topological spaces and generalized pre c[r] ...

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Mappings and decompositions of continuity on almost Lindelöf spaces

Mappings and decompositions of continuity on almost Lindelöf spaces

... The purpose of this paper is to study the e ff ect of mappings and some decomposi- tions of continuity on almost Lindel¨of spaces. We also show that some mappings pre- serve this property. The main result is that the ...

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θ R continuous functions

θ R continuous functions

... In Konstadilaki-Sawopoulou and Jankovic’[1] it is proved that a continuous function from a locally compact Hausdorff Space into a Hausdorff space is R-continuous.. We shall prove that un[r] ...

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A class of absolute retracts : a thesis presented in partial fulfilment of the requirements for the degree of Doctor of Philosophy in Mathematics at Massey University

A class of absolute retracts : a thesis presented in partial fulfilment of the requirements for the degree of Doctor of Philosophy in Mathematics at Massey University

... a continuous mapping of a closed subspace of a metric space ranging in a closed interval may be extended to a continuous function defined upon the whole metric ...

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On Some Properties of Weak Soft Axioms

On Some Properties of Weak Soft Axioms

... Moreover, we introduced and studied soft S-continuous function and explore the proper- ties of soft semi- D 1 space in soft S-continuous function.. There is a wide space to work.[r] ...

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A Similarity Based Fuzzy System as a Function Approximator

A Similarity Based Fuzzy System as a Function Approximator

... of function approximation becomes obvious in the wide spec- trum of computational activities for modelling and analysis ranging from ap- plied mathematics to soft ...computing. Function approximation is a ...

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rc continuous functions and functions with rc strongly closed graph

rc continuous functions and functions with rc strongly closed graph

... a function f from a space X to a space ...each continuous function from a space X to Y is ...a function f having an rc-strongly closed ...

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Vol 5, No 7 (2014)

Vol 5, No 7 (2014)

... of continuous and uniform continuous function to prove that continuous function and uniform continuous functions are equivalent on a compact standard fuzzy metric ...

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Sturm-Liouville theory

Sturm-Liouville theory

... continuous function on [0,C] can be expressed as a series in terms ofthe eigenfunctions.. In.[r] ...

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Characterizations of some near continuous functions and
near open functions

Characterizations of some near continuous functions and near open functions

... O-neighborhood, weakly continuous function, O-continuous function, strongly O-continuous function, almost strongly O-continuous function, weakly S-continuous function, weakly open functi[r] ...

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On a weak form of weak quasi continuity

On a weak form of weak quasi continuity

... A weak form of weak quasi-continuity, which we call subweak quasi-continuity, is in- troduced. It is shown that subweak quasi-continuity is strictly weaker than weak quasi- continuity. Subweak quasi-continuity is used to ...

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On βwg-Continuous and βwg-Irresolute Functions in Topological Spaces

On βwg-Continuous and βwg-Irresolute Functions in Topological Spaces

... Example 4.9: Let X = Y = {a,b,c,d} = Z, with topologies τ = { X, υ,{a},{b},{a,b},{a,b,c}}, σ = {Y, υ, {b,c}, {a,b,c}, Y} and η = {Z, υ,{a}}. Define g: Y→Z by g(a) = b, g(b) = c, g(c) = a, g(d) = d and define f: X→Y by ...

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A note on weakly θ continuous functions

A note on weakly θ continuous functions

... appropriate change of topology on the domain of a weakly 8-continuous function reduces This paper examines some of the consequences of.. it to a weakly continuous function..[r] ...

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Binary Regular ^ Generalized Continuous And Irresolute Functions

Binary Regular ^ Generalized Continuous And Irresolute Functions

... generalized continuous function, totally and strongly binary regular^generalized continuous function and study the relationship with other ...

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Yet Another Calculus Text

Yet Another Calculus Text

... a continuous function on a closed and bounded interval [a, ...a function f if f is defined on an open interval containing c, but is not differentiable at ...a continuous function on a ...

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The Rough Method for Spatial Data Subzone Similarity Measurement

The Rough Method for Spatial Data Subzone Similarity Measurement

... Li [28] suggested granulation and approximation is the basic problem in rough sets and granular computing. Hu [15] found that Pawlak rough sets are based on the equi- valence class for discrete value space, and the ...

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