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In this paper we introduces via of ideal supra topological space classes of concepts (I-supra -dense, ∗-supra dense, ∗-closed supra, ∗-perfect supra) in ideal supra topological space. At last we study and investigate some characterization of these concept for there more we introduces some continuous mapping, and there properties

In this paper we introduces a new definition , called i- open and via this definition we introduce class of topological concepts(µ-θ-i-open set, µ-θ-i-closed, strong faintly µ-θ-continuity, strong µ-θ-continuity )and we generalized these concepts in bi -supra topological space .At last many important theorems in strongly faintly M-θ-i-continuous functions are investigated. And study the relationships among these functions and other forms are discussed.

In this paper we introduce a new definition is called bi- intuitionistic topological space and from this concept we present some kinds of closed set (semi –closed, pre-closed ,β-closed ,α-closed) setes in bi- intuitionistic topological space, define generalized closed set (sg-closed ,gs-closed ,gp-closed, gα-closed , αg- closed , gβ-closed) sets in bi - intuitionistic topological space and give relationship among them , we introduce the definition of Tgs-space in bi- intuitionistic topological space and from this consept we get new results

The present study was carried out during December 2011-july 2012 in several areas in salah-aldin governorate to provide information on insect fauna associated with some economic field crops under plastic cover and crops after cover removal .The study also aimed to obtain information about the chemistry of plant –insect relationship . A total of 30 insect species from 24 families and 8 orders were collected from the studied crops . more than 30 unidentified insect species in different families and order were also collected from these crops. among collected insects , several insect pests ( ex. Thrips tabaci, Chrysoperla sp, Myzus persicae, Halictus sp, Hypera postica) insect predates ( ex. Orius albidipennis , Sphegigaster orobanchiae) insect pollinators (ex. Anthophora sp, Halictus sp, Andrena sp) and parasitic insects (ex. Aphidius sp ) were reported . It was revealed that some insect species occurred on all studied crops (ex. Myzus persicae, Coccinella punctate and Liorhyssys hyolinus) while other insect species were restricted to members of one ( ex. Aphoidius lividus, and Anthophora sp. on eggplant) or two plant families ( ex. Anthicus sp, Chrysocharis sp. And Cryptus sp on cuecrbitaceae and solanceae ) . some insect species were found only on covered plants ( ex. Cryptus sp, Eucera sp. And Tachys lucasi) whereas others were found dominant only on uncovered plants (ex. Orius albidipennis, Aphidius sp and Sphegigaster orobanchiae). However , several insect species were found on both covered and uncovered crops ( ex. Halictus sp, Myzus persicae and Coccinella punctate).

In this paper we introduce a new class of functions in bi-supra topological space called (contra-i[contra-ii]-continuous, contra-g-i[contra-g-ii]-continuous,contra-gα-i[contra-gα-ii]-continuous, contra-gr-i[contra-gr-ii]-continuous, contra-gb-i[contra-gb-ii]-continuous, contra-πg-i[contra-πg-ii]-continuous, contra-πgα-i[contra-πgα-ii]-continuous, contra-πgr-i[contra-πgr-ii]-continuouos, contra-πgb-i[contra-πgb-ii]-continuous) and we study the relation among these functions and the composition of these functions. At last many important theorems are proved.

In this paper, we study the necessary condition where a nearly Kahler manifold of flat concircular tensor has been found. And the relationship between these invariants and additional properties of symmetry concircular tensor, as well as geometrical sense of the reference (manipulation) in zero of these invariants are studied. Let M - smooth manifold of dimension 2n; - algebra of smooth functions on M; - the module of smooth vector fields on manifold of M; g = - Riemannian metrics; Ñ – Riemannian connection of the metrics g on M; d - the operator of exterior differentiation. In the further all manifold, Tensor fields, etc. objects are assumed smooth a class .

The purpose this paper is to introduce gr-b-I- open sets, via thisconcept we study some weak separation axioms in ideal topologicalspaces. The implications of these axioms among themselves and with theknown axioms are investigated

At last this paper identified risk factor for the cause of splenomegaly in thalassemia patients. In al Mosel city (Ibn al Atheer Hospital).

The aim of this paper is to present the concepts of -supra continuous function, -semi supra continuous function, -regular open set and -regular semi supra open set in -supra topological space. We studied relations between these functions and check up from some of its characteristics.

In this paper, we will study a new class of sets and said to be generalized N* ideal -closed sets in nano N* ideal topological spaces and its properties. Furthermore the relationships were introduced and notation

The aim of this paper is to introduce a new classis of Double intuitionistic continuous function, Double intuitionistic (open and closed) functions in Double intuitionistic topological spaces, we investigate the properties of the relationships among these types.

We're going to study a new definitions in this paper that’s are generalized , generalized , generalized and generalized . Also, we show the relationships between them in illustration diagram and gives some results and examples.

The purpose of this research is generalize the concepts of micro openset, so we study the relation this new concept open set micro-pre-open set, micro-semi-open set, micro open set, and micro openset and micro open continuity and micro irresolute continuity in micro topological space and study the relationship among them, many theorems were proved as characteristic of these type of continuity and some examples were introduced.

Due it is difficult to find applications in topological spaces, which are branches of pure mathematics, the importance of this paper is to find applications in graph theory. Via some concepts of topological space we generalizes to a graph like (graph interior, graph closure graph exterior, graph boundary, graph limit point). The relations among them were studied. At least many theorems were proofed as a characterization and some examples introduced to explain the subject

The purpose of this paper is to introduce a new class of completely normal spaces namely , ) completely normal space . The relationship between them was studied and we investigate some characterizations of them. At last we give more of examples to explain the subject and study the topological property and hereditary property of these types.

The purpose of this paper is to introduce a new class of completely normal spaces namely , ) completely normal space . The relationship between them was studied and we investigate some characterizations of them. At last we give more of examples to explain the subject and study the topological property and hereditary property of these types. http://dx.doi.org/10.25130/tjps.24.2019.099

The purpose of this paper is to introduce the concept of strongly supra continuous function, perfectly supra continuous function and totally supra continuous function, The relationships among these functions are studied., and investigated some properties of them. Also we introduced the concepts of supra compact space, supra Lindelof spaces and countably supra compact spaces. Some basic properties are proved. At last the relationships among supra open, supra continuous maps and supra irresolute maps in supra topological spaces . http://dx.doi.org/10.25130/tjps.24.2019.038