quasi-convex
On Quasi Convex Functions and Hadamard's Inequality
... In this paper we establish some inequalities of Hadamard’s type involving Godunova-Levin functions, P-functions, quasi-convex functions, J- quasi-convex functions, Wright-convex function[r] ...
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Generalized fractional inequalities for quasi convex functions
... of quasi-convex functions contains the class of fi- nite convex functions defined on finite closed ...for quasi-convex functions have been studied by many researchers (see [14, 15, 28] and ...
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Hermite-Hadamard Type Inequalities for Quasi-Convex Functions via Katugampola Fractional Integrals
... with quasi-convex functions, Katugampola fractional integrals and Hermite- Hadamard type integral ...for quasi-convex functions using Katugampola fractional integrals, H¨ older inequality and ...
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The Aleksandrov Problem in quasi convex 2-normed linear spaces
... Theorem 3.2. Let E and F be two quasi convex 2-normed linear spaces with dim E > 2. If f : E → F satisfies (DOPP) and preserves collinearity, then f is an affine generalized 2-isometry. Proof. We first ...
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The Aleksandrov problem in quasi convex n-normed linear spaces
... We prove that the Aleksandrov problem holds without the condition ”n-Lipschitz mapping” in quasi convex n-normed linear spaces and also we show that the Mazur-Ulam theorem holds in quasi[r] ...
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Weighted version of Hermite–Hadamard type inequalities for geometrically quasi convex functions and their applications
... geometrically quasi-convex ...geometric quasi-convexity, which plays an important role in optimization theory, prob- ability theory, and linear ...on quasi-convexity, we refer the reader to ...
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Some classes of alpha quasi convex functions
... SOME CLASSES OF ALPHA-QUASI-CONVEX FUNCTIONS KHALIDA INAYAT NOOR Mathematics Department College of Science Education for Girls, Sitteen Road, Malaz, Riyadh, Saudi Arabia.... analytic in [r] ...
5
Inequalities of Hermite-Hadamard's Type for Functions Whose Derivatives Absolute Values are Quasi-Convex
... The main purpose of this paper is to establish inequalities related to the left hand side of Hermite-Hadamard’s type for functions whose derivatives in absolute value are quasi-convex. The obtained results ...
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Some properties of harmonic convex and harmonic quasi-convex functions
... harmonic convex and harmonic quasi convex functions have some nice properties ...harmonic convex and harmonic quasi convex ...
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On quasi convex functions and related topics
... Univalent convex, alpha-convex, quasi-convex, alpha quasiconvex, close-to-convex, arclength, coefficient, radius of convexity, order 8 type Y, Livingston’ s and Libera’ s operators... SJ[r] ...
18
Quasi convex univalent functions
... In this paper, a new class of normalized univalent functions is intro-.. The properties of this class and its relationship with some other sub-.[r] ...
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The Aleksandrov-Rassias problem on quasi convex n-normed linear spaces
... In 1970, Aleksandrov [1] posed the following question : “Whether or not a mapping with distance one preserving property is an isometry?. ” It is called the Aleksandrov problem.[r] ...
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On new inequalities of Simpson's type for generalized quasi convex functions
... of convex sets and convex functions play an important role in different fields of pure and applied ...a quasi-convexity which is well known in the ...
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Beampattern Synthesis with Linear Matrix Inequalities Using Minimal Array Sensors
... is quasi-convex, an iterative procedure is used to decompose it into a systematic sequence of convex feasibility problems, in order to find the minimum number of ...
12
Hermite–Hadamard type inequalities for co ordinated convex and qausi convex functions and their applications
... co-ordinated convex and quasi-convex functions, provided an application to the moment of continuous random variables of bivariate distribution functions in the prob- ability theory and presented an ...
33
Generalization of Some Inequalities for Differentiable Co-ordinated Convex Functions With Applications
... co-ordinated convex, co-ordinated wright-convex and co-ordinated quasi-convex functions on the rectangle from the plane are established which provide weighted generalization of some recent ...
22
The Solution of Two-Point Boundary Value Problem of a Class of Duffing-Type Systems with Non- Perturbation Term
... Wenhua, “A minimax theorem for the quasi-convex functional and the solution of the nonlinear beam equation,” Nonlinear Analysis: Theory, Methods & Applications , vol. Wenhua, “The ex[r] ...
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Inclusion results for certain subclasses of p valent meromorphic functions associated with a new operator
... p-valent convex, p-valent close-to-convex, and p-valent quasi-convex meromorphic functions and investigate some inclusion properties of these subclasses and investigate various inclusion ...
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5. Certain Classes of $k$-Uniformly Close-to-Convex Functions and Other Related Functions Defined by Using the Dziok-Srivastava Operator
... Abstract. Several interesting classes of 𝑘-uniformly close-to-convex functions and 𝑘-uniformly quasi-convex functions are defined here by using the Dziok- Srivastava operator. We provide necessary and ...
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Some Applications of Srivastava Attiya Operator to p Valent Starlike Functions
... We introduce and study some new subclasses of p-valent starlike, convex, close-to-convex, and quasi-convex functions defined by certain Srivastava-Attiya operator.. Inclusion relations a[r] ...
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