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A spectral theory for linear differential systems
Robert J. Sacker, George R. Sell
School of Mathematics
Research output
:
Contribution to journal
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Article
›
peer-review
395
Scopus citations
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Dive into the research topics of 'A spectral theory for linear differential systems'. Together they form a unique fingerprint.
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Mathematics
Spectral Theory
100%
Dynamical System
100%
Differential System
100%
Skew Product
100%
Constant Coefficient
100%
Real Line
50%
Ordinary Differential Equation
50%
Decomposition Theorem
50%
Vector Bundle
50%
Subbundles
50%
System Of Ordinary Differential Equations
50%
Eigenvalue
50%
Periodic System
50%
Linear Time
50%
Subinterval
50%
Real Part
50%
Spectral Decomposition
50%
Continuous Spectra
50%
Jordan Decomposition
50%
Compact Interval
50%
Keyphrases
Spectral Theory
100%
Linear Differential Systems
100%
Skew-product Dynamical System
100%
Eigenvalues
50%
System of Ordinary Differential Equations
50%
Linear Time Invariant
50%
Real Part
50%
Ordinary Differential Equation with Constant Coefficients
50%
Jordan Decomposition
50%
Almost Periodic System
50%
Perturbation Theorem
50%
Ordinary Differential Equations
50%
Vector Bundles
50%
Constant Coefficients
50%
Spectral Decomposition Theorem
50%
Compact Intervals
50%
Continuous Spectrum
50%