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  1. CALCOLO
  2. CALCOLO : Volume 45
  3. CALCOLO : Volume 45, Issue 4, December 2008
  4. Approximation processes for resolvent operators
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CALCOLO : Volume 54
CALCOLO : Volume 53
CALCOLO : Volume 52
CALCOLO : Volume 51
CALCOLO : Volume 50
CALCOLO : Volume 49
CALCOLO : Volume 48
CALCOLO : Volume 47
CALCOLO : Volume 46
CALCOLO : Volume 45
CALCOLO : Volume 45, Issue 4, December 2008
Eigenvectors of tridiagonal matrices of Sylvester type
Approximation processes for resolvent operators
Semiconvergence of P-regular splittings for solving singular linear systems
A note on the perturbation of an outer inverse
CALCOLO : Volume 45, Issue 3, September 2008
CALCOLO : Volume 45, Issue 2, June 2008
CALCOLO : Volume 45, Issue 1, March 2008
CALCOLO : Volume 44
CALCOLO : Volume 43
CALCOLO : Volume 42
CALCOLO : Volume 41
CALCOLO : Volume 40
CALCOLO : Volume 39
CALCOLO : Volume 38
CALCOLO : Volume 37
CALCOLO : Volume 36
CALCOLO : Volume 35

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Approximation processes for resolvent operators

Content Provider Springer Nature Link
Author Campiti, Michele Tacelli, Cristian
Copyright Year 2008
Abstract We introduce general sequences of linear operators obtained from classical approximation processes which are useful in the approximation of the resolvent operators of the generators of suitable C 0-semigroups. The main aim is the representation of the resolvent operators in terms of classical approximation operators.
Ending Page 245
Page Count 11
Starting Page 235
File Format PDF
ISSN 00080624
e-ISSN 11265434
Journal CALCOLO
Issue Number 4
Volume Number 45
Language English
Publisher Springer Milan
Publisher Date 2008-12-12
Publisher Place Milan
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Approximation of the resolvent operator representation of semigroups One-parameter semigroups and linear evolution equations Numerical Analysis Approximation by positive operators convergence of iterates of linear operators Theory of Computation Rate of convergence, degree of approximation
Content Type Text
Resource Type Article
Subject Algebra and Number Theory Computational Mathematics
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