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Singular perturbations of abstract wave equations

Article ID Journal Published Year Pages File Type
9495984 Journal of Functional Analysis 2005 52 Pages PDF
Abstract
In the case C1=C2=0 our construction allows a natural definition of negative (strongly) singular perturbations AΘ of A≔-B2 such that the diagram W→WΘA→AΘis commutative.
Keywords
Singular perturbationsWave equationsSelf-adjoint extensions
Related Topics
Physical Sciences and Engineering Mathematics Algebra and Number Theory
Preview
Singular perturbations of abstract wave equations
Authors
Andrea Posilicano,
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Journal
Journal of Functional Analysis
Journal: Journal of Functional Analysis
Related Categories
Singular perturbations
Wave equations
Self-adjoint extensions
Algebra and Number Theory
Analysis
Applied Mathematics
Computational Mathematics
Control and Optimization
Discrete Mathematics and Combinatorics
Geometry and Topology
Logic
Mathematical Physics
Mathematics (General)
Modelling and Simulation
Numerical Analysis
Statistics and Probability
Theoretical Computer Science
Related Journals
Journal of Symbolic Computation
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