Jensen's inequality

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Feature selection based on mutual information criteria of max-dependency, max-relevance, and min-redundancy (2003, methodology): “We can use the Jensen’s Inequality [16] to show the second term JðSm 1; xmÞ is lower-bounded by 0.”
Generalized Convex Functions on Fractal Sets and Two Related Inequalities (2014, unknown): “(2) ( ) ( ), f x E x   , x R  where 0 ( ) (1 ) k”
Bayesian inference with optimal maps (2011, background): “To minimize either Hellinger distance (8) or KL divergence (9) we would therefore like to achieve equality above, but equality holds if and only if the ratio p̃/p is constant in x [41].”
Energy-efficient soft real-time CPU scheduling for mobile multimedia systems (2003, unknown): “By Jensen’s inequality [20], Equation (8) has a lower bound   m ∑”