Aim of the monograph is to analyze the structure of the solution set of a differential equations in the more general case of abstract topological (infinite dimensional) spaces. Specifically, we consider both the spaces with a paucity of useful properties, e.g. locally convex spaces, and the more richly endowed spaces, e.g. Banach or Hilbert spaces. The related results are presented both for the single-valued case and multi-valued (differential inclusions) case.
Dragoni, R., Macki, J.W., Nistri, P., Zecca, P. (1996). Solution sets of differential equations in abstract spaces. Edinburgh Gate, Harlow, Essex CM20 2JE, England : Addison Wesley Longman Limited, 1996.
Solution sets of differential equations in abstract spaces
NISTRI, PAOLO;
1996-01-01
Abstract
Aim of the monograph is to analyze the structure of the solution set of a differential equations in the more general case of abstract topological (infinite dimensional) spaces. Specifically, we consider both the spaces with a paucity of useful properties, e.g. locally convex spaces, and the more richly endowed spaces, e.g. Banach or Hilbert spaces. The related results are presented both for the single-valued case and multi-valued (differential inclusions) case.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
https://hdl.handle.net/11365/38369
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