frederic mill convex functions

convex function

convex function

in mathematics, a real valued function defined on an interval is called convex if the line segment between any two points on the graph of the function lies above nbsp

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 theory of convex functions

theory of convex functions

mar convex, concave, strictly convex, and strongly convex functions. first and second order characterizations of convex functions. optimality nbsp

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 .convex functions

.convex functions

basic properties and examples. operations that preserve convexity. the conjugate function. quasiconvex functions. log concave and log convex functions.

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approximating mills ratio

approximating mills ratio

armengol gasull and frederic utzet a new proof that f is strictly convex, and we give new sharp bounds of f involving rational functions, as a first application we prove that the reciprocal function of mills ratio f is strictly convex nbsp

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schur

schur

in mathematics, a schur convex function, also known as s convex, isotonic function and order preserving function is a function f r d → r displaystyle nbsp

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mills ratio reciprocal convexity and functional inequalities

mills ratio reciprocal convexity and functional inequalities

concavity of mills ratio of the gamma distribution is discussed in details.mills ratio, reciprocally convex concave functions, monotone form of l hospital s nbsp

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