Title page for etd-0713111-233223


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URN etd-0713111-233223
Author Hong-Yi Chen
Author's Email Address No Public.
Statistics This thesis had been viewed 5061 times. Download 1269 times.
Department Applied Mathematics
Year 2010
Semester 2
Degree Master
Type of Document
Language English
Title Continuity and Differentiability of Set-Valued Mappings
Date of Defense 2011-06-24
Page Count 41
Keyword
  • upper semicontinuous
  • lower semicontinuous
  • contingent cones
  • Clarke tangent cones
  • coderivative
  • normals cone
  • Abstract The concepts of continuity for set-valued mappings were introduced by G. Bouligand and K. Kuratowski. There are two ways defining differentiability of set-valued mapping. One is defined by classical differentiability theorem and another is defined by normal cone which was introduced by B.S. Mordukhovich. In this thesis, we survey various definitions of continuity and differentiability for set-valued mapping.
    Advisory Committee
  • Yen Cherng Lin - chair
  • Hong-Kun Xu - co-chair
  • Jen-Chih Yao - advisor
  • Ngai-Ching Wong - advisor
  • Files
  • etd-0713111-233223.pdf
  • indicate in-campus access immediately and off_campus access in a year
    Date of Submission 2011-07-13

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