Equazioni differenziali astratte

✍ Scribed by Tosio Kato (auth.), Luigi Amerio (eds.)

• Publisher: Springer-Verlag Berlin Heidelberg
• Year: 2011
• Leaves: 268
• Series: C.I.M.E. Summer Schools 29
• Edition: 1
• Category: Library

✦ Synopsis

T. Kato: Semi-groups and temporally inhomogeneous evolution equations.- J.L. Lions: Equations différentielles opérationnelles dans les espaces de Hilbert.- L. Nirenberg: Equazioni differenziali ordinarie negli spazi di Banach.- R.S. Phillips: Semi-groups of contraction operators.- L. Amerio: Almost-periodic equations in Hilbert spaces.- G.C. Rota: A limit theorem for the time-dependent evolution equation.- S. Zaidman: Existence and almost periodicity for some differential euqations in Hilbert spaces.

✦ Table of Contents

Front Matter....Pages i-iii
Semi-Groups and Temporally Inhomogenous Evolution Equations....Pages 1-43
équations Différentielles Opérationelles dans les Espaces de Hilbert....Pages 45-122
Equazioni Differenziali Ordinarie Negli Spazi di Banach....Pages 123-170
Semi-Groups of Contraction Operators....Pages 171-221
Almost-Periodic Equations in Hilbert Spaces....Pages 223-239
A Limit Theorem for the Time-Dependent Evolution Equation....Pages 241-257
Existence and Almost-Periodicity for Some Differential Equations in Hilbert Spaces....Pages 259-265

✦ Subjects

Partial Differential Equations