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A Polynomial Approach to Linear Algebra: Second Edition
Paul A. Fuhrmann
Department of Mathematics
Research output
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Contribution to journal
›
Article
›
peer-review
14
Scopus citations
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Dive into the research topics of 'A Polynomial Approach to Linear Algebra: Second Edition'. Together they form a unique fingerprint.
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Keyphrases
Linear Algebra
100%
Polynomial Method
100%
Functional Method
50%
Algebraic Theories
25%
New Section
25%
Jordan
25%
Signal Processing
25%
Control Theory
25%
Operator Theory
25%
Realization Theory
25%
Tensor Product
25%
Computational Algorithm
25%
Frobenius
25%
Quadratic Forms
25%
Bezoutian
25%
First Edition
25%
Stability Theory
25%
Canonical Form
25%
Shift Operator
25%
Linear Control
25%
Numerical Linear Algebra
25%
Rational Interpolation
25%
Hankel Form
25%
Mathematical Review
25%
Stability System
25%
Mathematics
Polynomial
100%
Linear Algebra
100%
Interpolation
50%
Mathematics
25%
Operator Theory
25%
Quadratic Form
25%
Control Theory
25%
Canonical Form
25%
Stability Theory
25%
Shift Operator
25%
Theoretic System
25%
Numerical Linear Algebra
25%
Signal Processing
25%
Tensor Product
25%