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Giaccardi's Inequality for Convex-Concave Antisymmetric Functions and Applications (CROSBI ID 196911)
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Pečarić, Josip ; Rehman, Atiq Ur
Giaccardi's Inequality for Convex-Concave Antisymmetric Functions and Applications // Southeast Asian bulletin of mathematics, 36 (2012), 6; 863-874
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Pečarić, Josip ; Rehman, Atiq Ur
engleski
Giaccardi's Inequality for Convex-Concave Antisymmetric Functions and Applications
We give a proof of Giaccardi's inequality for convex-concave antisymmetric function.Also we give the exponential convexity of improvement of Giaccardi's inequality by using positive semidefinite matrix and related mean value theorems of Cauchy type.
Convex-concave; Giaccardi's inequality; Antisymmetric function; Exponentially convex function; Log-convex functions; Positive semidefinite matrix; Mean value theorems
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