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One-parameter semigroups for linear evolution equationsEngel, Klaus-Jochen ; Nagel, RainerType of material - reviewPublication and manufacture - New York [etc.] : Springer, cop. 2000Language - englishISBN - 0-387-98463-1COBISS.SI-ID - 9228377
Author
Engel, Klaus-Jochen |
Nagel, Rainer
Other authors
Brendle, Simon
Topics
Cauchy, Augustin-Louis, Matematik, 1789-1857 |
Matematična analiza |
Cauchyjev problem |
Yosida, Kôsaku, Japonski matematik |
Funkcionalna analiza |
Yosidova regulacija |
Hille, Einar, Matematik |
Hille-Yosidova teorija |
Hille-Yosidova pertubacija |
Trotter, William T., Matematik |
Algebra |
Urejene algebrske strukture |
Kato, Tosio, Japonski matematik |
Teoremi |
Aproksimacija |
Volterra, Vito, Matematik |
Integralne enačbe |
Integralni operatorji |
Operativni sistemi |
Laplace, Pierre-Simon, 1749-1827 |
Matematika |
Linearna funkcija |
Fourier, Joseph J. B., Matematik, 1768-1830 |
Fourierova analiza |
Semigroups of operators |
Evolution equations |
Volterra equations |
Volterra integral equations |
Linearne enačbe |
Parametrični modeli |
Enoparametrične polgrupe |
Primerjalne študije |
Linearne enačbe |
Evolucijske enačbe |
Resolvente |
Primerjalne študije |
Linearizacija enačb |
Spektralna teorija |
Spektralna analiza |
Primerjalne študije |
Linearizacija enačb |
Pertubacije |
Simptotika |
Primerjalne študije |
linearni dinamični sistemi |
enoparametrične polgrupe |
linearne evolucijske enačbe |
generatorji |
resolvente |
spektralna teorija |
perturbacije |
asimptotika |
linearne enačbe |
dinamični sistemi |
integralni račun |
evolucija |
grupe |
enačbe |
aproksimacija |
generatorji |
polgrupe operatorjev |
Banachov prostor |
Phillipsova krivulja |
aplikacija |
rešitve |
teoremi |
regulacija |
linear dynamical systems |
one-parameter semigroups |
linear evolution equations |
generators |
resolvents |
spectral theory |
perturbations |
asymptotics
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Library | Call number – location, accession no. ... | Copy status |
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Faculty of Economics and Business, Maribor | 517.9 ENGEL K. One |
on loan - outside loan, due date: 30.09.2024
Expected to be available after: 01.10.2024 (1. in queue) |
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