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Quasi-open property and quasi-Lipschitz for convex set-valued mappings

Liu Guo

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Abstract

In the frame of quasi normed spaces,we establish the connection between quasi open property and quasi Lipschitz for convex set valued mappings.From this,we improve some known related results.

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What this paper is about

In the frame of quasi normed spaces,we establish the connection between quasi open property and quasi Lipschitz for convex set valued mappings.From this,we improve some known related results.

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Available abstract

In the frame of quasi normed spaces,we establish the connection between quasi open property and quasi Lipschitz for convex set valued mappings.From this,we improve some known related results.

Key concepts: Lipschitz continuity, Property (philosophy), Regular polygon, Set (abstract data type), Mathematics, Pure mathematics, Discrete mathematics, Computer science

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