Zobrazeno 1 - 8
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pro vyhledávání: '"Sarhad Namiq"'
Autor:
Sarhad Namiq, Halgwrd M. Darwesh
Publikováno v:
European Journal of Pure and Applied Mathematics. 12:1082-1095
The preopen sets are used to define pre-open functions, preclosed functions, pre-continuous functions, contra-pre-continuous functions and pre-irresolute functions which are investigated. They are also used to introduce a new type of connectedness an
Autor:
Sarhad Namiq
Publikováno v:
Journal of Garmian University. 4:86-103
In this paper, some types of continuous functions via s-operations are introduced such as Contra -Continuous Functions and investigated. Several properties of these functions are constructed.
Autor:
Sarhad Namiq, Halgwrd M. Darwesh
Publikováno v:
Journal of Garmian University. 4:43-60
In this paper, we introduce and discuss minimal -open sets in topological spaces. We establish some basic properties of minimal -open. We obtain an application of a theory of minimal -open sets and we defined a -locally finite space
Autor:
Sarhad Namiq, Alias B. Khalaf
Publikováno v:
Journal of Garmian University. 4:1-17
In this paper we introduce the concept of -open set and by using this set we define generalized -closed set we obtain some of its properties and also we define -continuous function and study some of its basic properties.
Autor:
Sarhad Namiq
Publikováno v:
Journal of Garmian University. 4:18-42
In this paper we introduce the concept ofc-open sets in topological spaces and study topological properties ofc-derived,c-closure andc-interior of a set using the concept ofc-open sets.
Publikováno v:
Evaluation Study of Three Diagnostic Methods for Helicobacter pylori Infection. :15-29
Autor:
Sarhad Namiq
Publikováno v:
Evaluation Study of Three Diagnostic Methods for Helicobacter pylori Infection. :1-14
Autor:
Sarhad Namiq, Alias B. Khalaf
Publikováno v:
Journal of Advanced Studies in Topology. 4:150
The aim of this paper is to introduce a new class of sets called \({{\lambda }_{c}}\)-open sets and to investigate some of their relationships and properties. Further, by using this set, the notion of \({{\lambda }_{c}}\)-\({T}_{i}}\) spaces ( \(i =