In this paper some Turan type inequalities for the general Bessel function, monotonicity and bounds for its logarithmic derivative are derived. Moreover we find the series representation and the relative extrema of the Turanian of general Bessel functions. The key tools in the proofs are the recurrence relations together with some asymptotic relations for Bessel functions
AbstractWe establish some inequalities for the Bessel functions of the first kindJν(x) and for the m...
AbstractIn this paper, our aim is to show some mean value inequalities for the modified Bessel funct...
AbstractIn this work, two general forms of Jordan’s inequalities for the Bessel and modified Bessel ...
In this paper we study the Dini functions and the cross-product of Bessel functions. Moreover, we ar...
AbstractWe define the function jνκ for all real κ > 0 as follows: for κ = 1, 2, … the jνκ denotes th...
AbstractIn this paper, we extend some known elementary trigonometric inequalities, and their hyperbo...
AbstractThe intrinsic properties, including logarithmic convexity (concavity), of the modified Besse...
In this note our aim is to present some monotonicity properties of the product of modified Bessel fu...
AbstractIt was conjectured by Á. Elbert in J. Comput. Appl. Math. 133 (2001) 65–83 that, given two c...
AbstractLet jvk, yvk and cvk denote the kth positive zeros of the Bessel functions Jv(x), Yv(x) and ...
AbstractLet jv,k be the kth positive zero of the Bessel function Jv(z) of the first kind and order v...
AbstractLet jνk, yνk and cνk denote the kth positive zeros of the Bessel functions Jν(x), Yν(x) and ...
We present a survey of the most important inequalities and monotonicity, concavity (convexity) resul...
In this paper our aim is to study the classical Bessel-Struve kernel. Monotonicity and log-convexity...
AbstractIn this note our aim is to deduce some sufficient conditions for integral operators involvin...
AbstractWe establish some inequalities for the Bessel functions of the first kindJν(x) and for the m...
AbstractIn this paper, our aim is to show some mean value inequalities for the modified Bessel funct...
AbstractIn this work, two general forms of Jordan’s inequalities for the Bessel and modified Bessel ...
In this paper we study the Dini functions and the cross-product of Bessel functions. Moreover, we ar...
AbstractWe define the function jνκ for all real κ > 0 as follows: for κ = 1, 2, … the jνκ denotes th...
AbstractIn this paper, we extend some known elementary trigonometric inequalities, and their hyperbo...
AbstractThe intrinsic properties, including logarithmic convexity (concavity), of the modified Besse...
In this note our aim is to present some monotonicity properties of the product of modified Bessel fu...
AbstractIt was conjectured by Á. Elbert in J. Comput. Appl. Math. 133 (2001) 65–83 that, given two c...
AbstractLet jvk, yvk and cvk denote the kth positive zeros of the Bessel functions Jv(x), Yv(x) and ...
AbstractLet jv,k be the kth positive zero of the Bessel function Jv(z) of the first kind and order v...
AbstractLet jνk, yνk and cνk denote the kth positive zeros of the Bessel functions Jν(x), Yν(x) and ...
We present a survey of the most important inequalities and monotonicity, concavity (convexity) resul...
In this paper our aim is to study the classical Bessel-Struve kernel. Monotonicity and log-convexity...
AbstractIn this note our aim is to deduce some sufficient conditions for integral operators involvin...
AbstractWe establish some inequalities for the Bessel functions of the first kindJν(x) and for the m...
AbstractIn this paper, our aim is to show some mean value inequalities for the modified Bessel funct...
AbstractIn this work, two general forms of Jordan’s inequalities for the Bessel and modified Bessel ...
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