Pages that link to "Item:Q555858"

The following pages link to A variant of Jensen-Steffensen's inequality and quasi-arithmetic means (Q555858):

Displaying 25 items.

• The inequalities for quasiarithmetic means (Q448612) (← links)
• A note on generalized Mercer's inequality (Q523230) (← links)
• Converse Jensen-Steffensen inequality (Q657829) (← links)
• 4-points Stolarsky means (Q711443) (← links)
• Jensen-Steffensen inequality for strongly convex functions (Q824870) (← links)
• A generalization of Mercer's result on convex functions (Q923936) (← links)
• On the Jensen-Steffensen inequality for generalized convex functions (Q950292) (← links)
• Some improvements and generalizations of Steffensen's integral inequality (Q990543) (← links)
• A refined Jensen's inequality in Hilbert spaces and empirical approximations (Q1006680) (← links)
• Generalized Jensen-Mercer inequality for functions with nondecreasing increments (Q1669238) (← links)
• On a variant of Čebyšev's inequality of the Mercer type (Q2069585) (← links)
• Mercer type variants of the Jensen-Steffensen inequality (Q2106266) (← links)
• Generalizations of the Jensen-Steffensen and related inequalities (Q2268544) (← links)
• Variants of Čebyšev's inequality with applications (Q2471847) (← links)
• Steffensen-Grüss inequality (Q5000435) (← links)
• Generalization and refinements of the Jensen-Mercer inequality with applications (Q5028920) (← links)
• On Sherman-Steffensen type inequalities (Q5087876) (← links)
• (Q5150802) (← links)
• (Q5168837) (← links)
• Generalized integral Niezgoda’s inequalities (Q5876869) (← links)
• (Q6119924) (← links)
• New upper bounds for the weighted Chebyshev functional (Q6131347) (← links)
• Some sharpened and refined versions of the <i>q</i>—Steffensen inequality (Q6132732) (← links)
• Necessary and sufficient conditions for discrete inequalities of Jensen–Steffensen type with applications (Q6498653) (← links)
• On a version of Jensen-Steffensen inequality and a note on inequalities in several variables (Q6622337) (← links)