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The second statement can also be modified to get the definition of strict convexity , where the latter is obtained by replacing with the strict inequality Explicitly, the map is called strictly convex if and only if for all real and all such that : A strictly convex function is a function such that the straight line between any pair of points on the curve is above the curve except for the intersection points between the straight line and the curve

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Variations in the number of hydrogen bonds among the complexes suggested differing affinities of the ligands for the proteins

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