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제목 [17.4.13] Recent Topics on Metric Fixed Point Theory and Applications
작성자 홍미혜 등록일 2017-08-25 조회수 38

연 사 : 조열제 교수 (경상대 수학교육과)

일 시 : 2017413() 4:30 - 5:30

장 소 : 31351A(수학과 대학원세미나실)

대 상 : 수학과 학부생 및 대학원생

다 과 : 420분부터

 

Abstract

Fixed Point Theory is divided into the following three major areas:

(1) Topological Fixed Point Theory, which came from Brouwer's fixed point theorem in 1912;

(2) Metric Fixed Point Theory, which came from Banach's fixed point theorem in 1922;

(3) Discrete Fixed Point Theory, which came from Tarski's fixed point theorem in 1955.

 

In this talk, we focus on recent topics on metric fixed point theory and its applications, which will be very helpful to beginners and specialists of metric fixed point theory and its applications.

In fact, since Banach's fixed point theorem in metric spaces, because of its simplicity, usefulness and applications, it has become a very popular tools in solving the existence problems in many branches of mathematical analysis and applied sciences.

Recently, Banach's fixed point theorem has been applied to Economics, Chemical Engineering Sciences, Medicine, Image Recovery,

Electric Engineering, Game Theory and other applied sciences by many authors.

 

 

콜로퀴움 게시판의 이전글 다음글
이전글 [17.4.27] Relativistic Boltzmann equation in cosmology
다음글 [17.4.6] Diffeomorphism group of the circle
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