PUKYONG

Control problem for semilinear second order equations with cosine families

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Abstract
본 논문에서는 코사인 족과 그에 관계된 사인 족을 포함한 이계 비선형 제어
시스템에 대한 근사적인 제어성을 얻기 위한 논문이다.
우선적으로 다음의 Banach 공간 X 상에서 주어진 추상적 준 선형 이계 초기치문제에서 주작용소 A에의해 구성되는 코사인족과 사인족에 대한 기본적인 성질들을 이용하여 해의 존재성과 정칙성에 대한 결과를 유도하였다.
두 번째로 제어항을 포함한 준성형에서 제어기 B에 대한 근사적인 제어성에 대해 생각한다. 주어진 제어변수공간으로부터 도달 가능한 집합을 조사하여 주어진 공간을 근사적으로 제어 가능하도록 새로운 기법을 사용하여 응용가능한 제어기의 충분조건을 유도하였다.
Author(s)
조성호
Issued Date
2015
Awarded Date
2015. 2
Type
Dissertation
Publisher
부경대학교
URI
https://repository.pknu.ac.kr:8443/handle/2021.oak/11820
http://pknu.dcollection.net/jsp/common/DcLoOrgPer.jsp?sItemId=000001967439
Affiliation
부경대학교
Department
대학원 응용수학과
Advisor
정진문
Table Of Contents
Abstract(Korean) ············································································ ⅱ
1. Introduction ··················································································· 1
2. Preliminaries ················································································· 2
3. Approximate controllability ················································· 6
4. References ··················································································· 14
Degree
Master
Appears in Collections:
대학원 > 응용수학과
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