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Lipschitz Continuity and Interpolation Properties of Some Classes of Increasing Functions |
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| Abstract: | We study local Lipschitz continuity and interpolation properties of some classes of increasing functions defined on the cone Rn ++ of n-vectors with positive coordinates. We also study the so-called self-conjugate increasing positively homogeneous functions. |
| Keywords: | Lipschitz Continuity Increasing Functions Abstract Convexity |