Some Generalized Difference Cesàro Double Sequence Space of Fuzzy Real Number Defined by Double Orlicz Function

في هذا البحث قدمنا بعض تعميم اختلاف  لفضاءات المتتابعات الثنائية من الاعداد  الحقيقية   الضبابية  المعرفة بواسطة دالة  أورليسز المضاعفة. وندرس خصائصها المختلفة مثل الكمال والصلابة والتناظر وما إلى ذلك. كما حصلنا على بعض علاقة التضمين التي تتضمن فضاء المتتابعات الثنائيةIn this paper we introduce some generalized difference Cesàro double sequence space of fuzzy real number by using double orlicz function . and we study their different properties like completeness , solidity, symmwtricity etc. . Also we obtain some inclusion relation involving these double sequence space

Semi-Normed Difference Operator Triple Sequence Spaces Defined by a Double Orlicz-Functions

الهدف الرئيسي من هذا البحث هو انتاج فضاء شبه معياري مؤثر لاختلاف فضاءات المتتابعات الثلاثية باستخدام دالة اورليسز المضاعفة, وندرس بعض الخصائص المختلفة مثل الكمال , الصلابة , الرتابة, التناظر وغيرها .In this paper we introduce semi-normed difference operator triple sequence spaces by using a double Orlicz-functions, so we study their different properties like completeness, solidity, monotonicity, symmetricity etc

On a New Subclass of Multivalent Functions Defined by Hadamard Product

In this paper we introduce and study the class of multivalent functions in the open unit disk U= {Z  c1|z|<1} which are defined by the convolution (or Hadamard product). Then we give the coefficient inequality, closure theorems, neighborhoods of theclass ,partial sums, weighted mean theorem, convolution, distortion and growth bounds

HLLY'S Theorem in Banach Lattice With order continuous norm in term of a double sequence

In this paper, we introduce Helly and Helly -Bray theorems in term double sequence in the context of Riesz space with order continuous norm, and we review some of the results that are needed to prove our theorems.         We state some definitions, like as the moment double sequence and complete moment. Later we prove the corresponding generalized moment theorem and representation in term of double sequence of positive operators. 2010 Mathematics Subject Classification primary 46B42. Keywords: vector lattice, Moment sequence, completely moment sequence, positive operator

New integral transform for solving some kinds of differential equations

Our aim in this paper is to introduce new integral transform which we will call it “Battor – AlTememe” transform. This transform is useful for solving many types of differential equations (ordinary and partial) and we will introduce some definitions, concepts and identities. Integral transform is used to solve differential and integral equations. In 2008 [2], the researcher introduced AlTememe transform, which is given by the integral T(f(x))=∫_1^∞▒x^(-p)  f(x)dx=F(p), For a function f(x) which is defined on an interval (1, ∞), x^(-p) is the kernel of this transform and p is positive constant such that the above integral is converge

Third-Order Differential Subordination Results for Analytic Functions Associated with a Certain Differential Operator

In this research, we study suitable classes of admissible functions and establish the properties of third-order differential subordination by making use a certain differential operator of analytic functions in U and have the normalized Taylor–Maclaurin series of the form: f(z)=z+∑n=2∞anzn, (z∈U). Some new results on differential subordination with some corollaries are obtained. These properties and results are symmetry to the properties of the differential superordination to form the sandwich theorems