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completely regular

Positive operators and approximation in function spaces on completely regular spaces

Positive operators and approximation in function spaces on completely regular spaces

... We discuss the approximation properties of nets of positive linear operators acting on function spaces defined on Hausdorff completely regular spaces. A particular attention is devoted to positive operators ...

31

Completely regular fuzzifying topological spaces

Completely regular fuzzifying topological spaces

... in papers [4, 6] are closely related to those which appeared in the papers [12, 13]. In this paper, we continue with the investigation of fuzzifying topologies. In particular, we study the completely ...

17

Intuitionistic Fuzzy Completely Regular Weakly Generalized Continuous Mappings

Intuitionistic Fuzzy Completely Regular Weakly Generalized Continuous Mappings

... After the introduction of fuzzy sets by Zadeh 12 in 1965 and fuzzy topology by chang 2 in 1967, several researches were conducted on the generalizations of the notions of fuzzy sets and fuzzy topology. The concept of ...

5

On Hausdorff and Compact U-Spaces

On Hausdorff and Compact U-Spaces

... Abstract. This is the first of a series of papers, where U-spaces and some related concepts have been introduced and their properties have been studied. It is an extension of study of supratopological spaces. In this ...

15

On the structure of regular H-cryptogroups

On the structure of regular H-cryptogroups

... a regular e H-cryptogroup if e and only if it is an HG-strong semilattice of completely e J e -simple ...of completely regular semigroups to the class of semiabundant semigroups but also ...

14

Uniform Structures Compatible with a Given Topological Space

Uniform Structures Compatible with a Given Topological Space

... In particular it is proved that the uniformity 𝒰 generated by continuous real valued functions on X is compatible with topology of X if and only if X is completely regular..[r] ...

5

𝒩 Fuzzy Ideals in Ordered Semigroups

... characterize regular, left, and right simple ordered semigroups and completely regular ordered semigroups in terms of N-fuzzy left ...a regular ordered semigroup S is left simple if and only ...

14

The endomorphisms monoids of graphs of order \(n\) with a minimum degree \(n-3\)

The endomorphisms monoids of graphs of order \(n\) with a minimum degree \(n-3\)

... called regular if every element of S is regular. A regular element a of S is called completely regular if there exists a pseudo inverse a ′ to a such that aa ′ = a ′ ...called ...

21

The Modern Mathematics Master's Degree II: A Survey of U.S. Programs

The Modern Mathematics Master's Degree II: A Survey of U.S. Programs

... a completely regular semi group S , CR A   denotes the completely regular sub semi group of S generated by the subset of A of S and CR A B  ,  denotes the completely regular ...

9

Integrals and valuations

Integrals and valuations

... compact completely regular: the maximal spectrum Max(R) = X (intuitively, R is then a dense subset of C(X)), the space of integrals INT(R) and the space of valuations ...

22

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... By ([1, Theorem 4.1.2]), every completely simple semigroup is completely regular. By ([1, Theorem 3.3.1]), every completely simple semigroup is isomorphic to a Rees matrix semigroup M[G; I, Λ ...

6

Point-free characterisation of Bishop compact metric spaces

Point-free characterisation of Bishop compact metric spaces

... enumerably completely regular formal topologies, which is obtained by omitting the compactness and the finiteness condition on scales from Definition ...enumerably completely regular formal ...

30

A presentation of the dual symmetric inverse monoid

A presentation of the dual symmetric inverse monoid

... In this section we present two general results which give necessary and sufficient conditions for a monoid generated by completely regular elements to be inverse, with a semilattice of i[r] ...

20

Compacity in narrow limit tower spaces

Compacity in narrow limit tower spaces

... Abstract. We introduce a limit tower structure on the space of all bounded Radon mea- sures on a completely regular space and we extend the Prohorov’s theorem of narrow compactness. In the particular case ...

11

A note on rings of continous functions

A note on rings of continous functions

... In the study of rings of real-valued continuous functions on a topological space, it is usually assumed that X is completely regular... tion of complete regularity on X has no loss of ge[r] ...

6

Semi topological properties

Semi topological properties

... In the following example we shall use this technique to show that the property of being minimal Hausdorff, or being sequential and Hausdorff minimal or being minimal completely regular i[r] ...

6

Fuzzy Regular Ternary Sub Semi Group of a Partial Ordered Ternary Semi Group and Fuzzy Simple Partial Ordered Ternary Semi Groups

Fuzzy Regular Ternary Sub Semi Group of a Partial Ordered Ternary Semi Group and Fuzzy Simple Partial Ordered Ternary Semi Groups

... fuzzy regular element, fuzzy completely regular element, fuzzy intra regular element in a poternarysemigroup, fuzzy simplePo ternary semigroup and characterize fuzzy simplePo ternary ...fuzzy ...

8

La – Semirings Satisfying The Identity  A.B = A + B + 1

La – Semirings Satisfying The Identity A.B = A + B + 1

... a regular semigroup satisfying the identity ...is regular , left (right) regular semigroup and completely regular ...be regular semigroup then (S,.) is also regular ...

12

Adjoint regular rings

Adjoint regular rings

... Of particular interest here are the following types of regular semigroups. Let T be a regular semigroup. If the idempotents of T commute among one another, T is said to be inverse; this is equivalent to the ...

8

Measures in topological space

Measures in topological space

... 2 If Xis separated and completely regular, then a positive linear functional p, defined on BX, has a positive integral representation with respect to the finite Radon measures defined i[r] ...

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