2004Unpublished venueRequires access

The Topological Convergence of the Cone Weak Subdifferential of Set-valued Mapping Sequence

Hou Ren-en

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Abstract

In this paper,we have introduced the concept of the topological convergence of the cone weak subdifferential of set-valued mapping sequence, and established the some results of the topological convergence of the cone weak subdifferential of set-valued mapping sequence.

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What this paper is about

In this paper,we have introduced the concept of the topological convergence of the cone weak subdifferential of set-valued mapping sequence, and established the some results of the topological convergence of the cone weak subdifferential of set-valued mapping sequence.

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Available abstract

In this paper,we have introduced the concept of the topological convergence of the cone weak subdifferential of set-valued mapping sequence, and established the some results of the topological convergence of the cone weak subdifferential of set-valued mapping sequence.

Key concepts: Subderivative, Cone (formal languages), Convergence (economics), Sequence (biology), Mathematics, Topology (electrical circuits), Set (abstract data type), Dual cone and polar cone

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