engleski

The Jensen and Hermite-Hadamard inequality on the triangle

We study the functional forms of the most important inequalities concerning convex functions on the triangle. Our intension is to construct the functional form which implies the integral and discrete form of the Jensen inequality, the Fej\'{; ; ; e}; ; ; r, and so the Hermite-Hadamard inequality. To reach this goal, we combine features of positive linear functionals and convex functions.

convex function ; triangle ; positive linear functional

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