AGENCIA ASESORA PRODUCTORA DE SEGUROS
On the (p,h) convex function and some integral inequalities
... (p, h)-convex ...and h are real non-negative func- tions defined on I and J, respectively, and the set I is p-convex when f ∈ ghx(p, h, I) or f ∈ ghv(p, h, ...
15
Some Properties of h-MN-Convexity and Jensen’s Type Inequalities
... A. H´ azy, Bernstein-doetsch type results for h-convex functions, ...[15] H. Hudzik and L. Maligranda, Some remarks on s-convex functions, Aequationes ...for h-convex ...
12
On Some New Inequalities for Differentiable (h1,h2)– Preinvex Functions on the Co Ordinates
... s-convex function by Dragomir and Fitzpatrick in [1]; for h-convex function by Sarikaya, Saglam and Yildirim in [2]; for preinvex function by Noor in[3]; for h-preinvex ...
5
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] ...
68
On approximation and energy estimates for delta 6 convex functions
... The function f (x) ∈ C n (I) is said to be n-convex if f (n) (x) ≥ 0, x ∈ ...the convex function and 4-convex function are derived in [15] and ...
97
k fractional integral trapezium like inequalities through \((h,m)\) convex and \((\alpha,m)\) convex mappings
... for convex mappings, to [13] for s-convex mappings, to [14] for (s, m)-convex mappings, to [15] for r-convex mappings, to [16] for harmonically convex mappings, to [17] for ...
40
\((h m)\) convex functions and associated fractional Hadamard and Fejér–Hadamard inequalities via an extended generalized Mittag Leffler function
... Fractional integral inequalities are useful in establishing the uniqueness of solutions of fractional differential equations. A lot of work dedicated to fractional calculus reflects its importance in almost all fields of ...
76
The split equilibrium problem and its convergence algorithms
... g(u, v) = v – u for all u, v ∈ K. Then g is a bi-function from K × K into R with EP(g) = {}. Clearly, when p = (x, y) ∈ EP(f ) with y – x = and x + y ≥ –, we have Ap = ∈ EP(g). So = { p ∈ EP(f ) : Ap ∈ EP(g) ...
17
Generalized (h,r)-Harmonic Convex Functions and Inequalities
... Abstract. The main aim of this paper is to introduce a new class of harmonic convex functions with respect to non-negative function h, which is called generalized (h, r)-harmonic convex ...
77
Popoviciu's Type Inequalities for h-MN-Convex Functions
... One of the most applicable benefits of Popoviciu’s inequality is to maximize and/or minimize a given function (or certain real quantities) with out using derivatives, so that such type of inequalities plays an ...
5
Reflexivity of convex subsets of L(H) and subspaces of lp
... canonical basis, any non-trivial linear combination of 6,’s generates a vector of rank 2 or more... subspace of R" or C".[r] ...
70
Monotonicity of Sequences Involving Convex Function and Sequence
... The authors were supported in part by NSF of Henan Province (#004051800), SF for Pure Research of Natural Sciences of the Education Department of Henan Province (#1999110004), Doctor Fun[r] ...
9
Hermite-Hadamard type inequality for Sugeno integrals using general (alpha,m,r) - convex functions
... The aim of this paper is to obtain, Hermite-Hadamard type inequality for product of convex function using Sugeno integral which is based on general ( α , m , r )-convex function.. Sugeno[r] ...
37
Certain subclasses of Bazilevič functions of type α
... Bazilevi function, starlike function of order convex function of order B, subordination... 1980 MATHEMATICS SUBJECT CLASSIFICATION..[r] ...
13
INEQUALITIES VIA STRONGLY (p; h)-HARMONIC CONVEX FUNCTIONS
... Abstract. The main aim of this paper is to consider a new class of harmonic convex functions with respect to an arbitrary non-negative function, which is called strongly (p, h)-harmonic convex ...
130
Some inequalities of Hermite-Hadamard type for h-convex functions
... [2] A. O. Akdemir, E. Set, M. E. ¨ Ozdemir, and C ¸ . Yildiz, On some new inequalities of Hadamard type for h-convex functions, First International Conference on Analysis and Applied Mathematics: ICAAM ...
7
The Fekete Szegö inequality for close to convex functions with respect to a certain starlike function dependent on a real parameter
... and h(D) is a domain such that {w + t : t ≥ } ⊂ h(D) for every w ∈ ...functions h, clearly univalent as close-to-convex, and domains h(D) are called convex in the positive ...
24
Bounds for the Čebyšev Functional of a Convex and a Bounded Function
... School of Computer Science and Mathematics, Victoria University of Technology, PO Box 14428, Melbourne 8001, Victoria, Australia. E-mail address: [email protected][r] ...
24
Theorem 1. A real valued function on a convex set Kin RRRR is a convex function if
... Although a few complications arise, we can prove a corresponding Second Derivative Test for recognizing convex functions of finitely many (say n) variables. The first of these is standard in multivariable ...
14
Convolution and differential subordination
... Let h be any convex univalent analytic function on U with.. It is proved in this paper that the class.[r] ...
57