Good Decomposition in the Class of Convex Functions of Higher Order
Hadamard type inequalities for -convex and -convex functions.
Hermite and convexity.
Hermite-Hadamard type inequalities for increasing radiant functions.
Hermite-Hadamard-type inequalities for generalized convex functions.
Improved Heinz inequalities via the Jensen functional
By virtue of convexity of Heinz means, in this paper we derive several refinements of Heinz norm inequalities with the help of the Jensen functional and its properties. In addition, we discuss another approach to Heinz operator means which is more convenient for obtaining the corresponding operator inequalities for positive invertible operators.
Improved integral inequalities for products of convex functions.
Inequalities between the quadrature operators and error bounds of quadrature rules.
Inequalities for averages of convex and superquadratic functions.
Inequalities involving convex sequences.
Inequalities via convex functions.
Integrability theorems for power series
Introduction to the volume
Jensen inequalities for functions with higher monotonicities.
Jensen's inequality for conditional expectations.
Kolmogorov problem in and extremal Zolotarev ω-splines [Book]
Kontinuierliche Linearkombinationen von Strecken.
-estimates for the -equation and Witten’s proof of the Morse inequalities
This is an introduction to Witten’s analytic proof of the Morse inequalities. The text is directed primarily to readers whose main interest is in complex analysis, and the similarities to Hörmander’s -estimates for the -equation is used as motivation. We also use the method to prove -estimates for the -equation with a weight where is a nondegenerate Morse function.
L'Hospital type rules for oscillation, with applications.
Limits of Certain Iterates of Post-Widder Operators.