convexity properties
Completely monotone and Bernstein functions with convexity properties on their measures
... ious convexity properties on their measures, we investigate the characterizations and obtain various necessary and su ffi cient conditions for a completely monotone or Bernstein function to belong to one of ...
143
Some Convexity Properties of Dirichlet Series with Positive Terms
... Abstract. Some basic results for Dirichlet series ψ with positive terms via log-convexity properties are pointed out. Applications for Zeta, Lambda and Eta functions are considered. The concavity of the ...
14
Convexity Properties and Inequalities Concerning the (p,k)-Gamma function
... ( p, k )-Gamma function, convex functions, Bohr-Mollerup theorem, ( p, k )-Riemann zeta function, inequality.. 1..[r] ...
10
Some Osrowski Type Inequalities for Double Integrals of Functions whose Partial Derivatives Satisfy Certain Convexity Properties
... Barnett and Dragomir [1], Milovanovi´ c [5], Pachpatte [6] and Hanna et al. [4] developed two dimensional integral inequalities whose error bounds were expressed in term of Lebesgue norms of the integrand partial ...
12
Convexity-preserving B-spline modification
... We now consider the problem of moving control points in order to change the shape of the curve while retaining its convexity properties.. This is formulated as t[r] ...
13
On Some Integral Operators for Certain Classes of 𝑝 Valent Functions
... Breaz, “Some convexity properties for a general integral operator,” Journal of Inequalities in Pure and Applied Mathematics, vol.. Breaz, “A new integral univalent operator,” Acta Univer[r] ...
11
Differential equation and inequalities of the generalized k Bessel functions
... Section 3 is devoted to the investigation of monotonicity and log-convexity properties of the functions Wkν,c and to relation between two k-Bessel functions of different order.. As a cons[r] ...
14
Linear canonical systems with periodic coefficients
... On convexity properties of stability regions of linear Hamiltonian systems of differential equations with periodic cc.efficients Russian, Vestnik Leningrad.. [13] Russian Regions of dyna[r] ...
128
Monotonicity properties and bounds for the complete p elliptic integrals
... and convexity properties for the functions given by ...analytical properties of the Gaussian hypergeometric function and the well-known monotone form of l’Hôpital’s rule given in [5, Theorem ...
11
Integral operators on new families of meromorphic functions of complex order
... 15. Breaz, D, Breaz, N: Two integral operators. Studia Universitatis Babes-Bolyai, Mathematica, Cluj-Napoca. 3, 13 – 21 (2002) 16. Breaz, D, Owa, S, Breaz, N: A new integral univalent operator. Acta Univ Apulensis Math ...
12
Some properties of residual mapping and convexity in ∧-hyperlattices
... Nozari, ”A Connection Between Categories of Multial- gebras and Algebra”, Italian Journal of Pure and Applied Mathematics, Vol.. Rosenberg, ”Congruences of Multialgebras”, J.[r] ...
10
Convexity preserving summability matrices
... for the Abel matrix to preserve the convexity of sequences, using the above theorems.... CONVEXITY PRESERVATION OF ABEL MATRIX...[r] ...
6
ON SOME PROPERTIES OF HYPER-BESSEL AND RELATED FUNCTIONS
... geometric properties including univalence, starlikeness and convexity connected with the zeros of the special functions like Bessel, Struve, Lommel, Wright, q-Bessel and hyper- Bessel ...
8
Fixed Point Theorems for Middle Point Linear Operators in
... useful properties, such as the stability under pointwise convergence, the convexity of the set of fixed points, and the fact that it suffices to test middle point linearity on a dense subsets of the ...
13
Vector valued sequence spaces generated by infinite matrices
... One of the classic problems in the theory of sequence spaces is to transform one sequence space into another and study the behavior pattern of the transformed se- quences related to the original space. A decisive break ...
14
Survey of the qualitative properties of fractional difference operators: monotonicity, convexity, and asymptotic behavior of solutions
... Similarly, as one also learns in first semester calculus, there is a deep connection be- tween whether a function may be classified as convex or concave and the associated be- havior of f . Thus, for example, we know that ...
31
Trace operator and a nonlinear boundary value problem in a new space
... Even though the positive real-variable function α(x) := x p has very beautiful and conve- nient algebraic and geometric properties, it also has some practical limitations for the the- ory of differential equations, ...
13
Some general principles in tropical convexities
... a convexity C and a topology τ what kind of meaningful relationship can one impose between C and τ ? Connectedness of polytopes seems natural but, in itself, might not be sufficient to yield the fixed point ...
16
A new interpretation of Jensen's inequality and geometric properties of ϕ means
... We are interested in means of real-valued measurable functions induced by strictly monotone functions. These means are somewhat different from continuously differen- tiable means, i.e., C 1 -means introducing by Fujii et ...
15
Schur convexity of dual form of some symmetric functions
... Abstract By the properties of a Schur-convex function, Schur-convexity of the dual form of some symmetric functions is simply proved.. MSC: Primary 26D15; 05E05; 26B25 Keywords: majoriza[r] ...
9