標題: 局部凸空間上的歌西問題
Cauchy Problem in Locally Convex Spaces
作者: 林朝枝
C.Y.Lin
公開日期: 四月-1978
出版社: 交大學刊編輯委員會
摘要: Let S be a locally convex space.We use the product integration to show that Cauchy initial value problem: u'(x)=Au(x),u)o)=p,has a unique solution,where A is a function from S into itself and u is a continuously differentiable function from [0,∞) into S . The conditions required on A arethat A is dissipative, and there exists an open subset C of S such that A is continuous on C and the range of (I-εA) contains C as εis sufficiently small.
URI: http://hdl.handle.net/11536/137605
期刊: 交通大學學報
The Journal of National Chiao Tung University
Volume: 4
起始頁: 33
結束頁: 38
顯示於類別:交通大學學報


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