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Indefinite Linear Algebra and Applications (Paperback, 2005 ed.)
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Indefinite Linear Algebra and Applications (Paperback, 2005 ed.)
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Thefollowing topics ofmathematical analysishavebeen developed in
the last?fty years:
thetheoryoflinearcanonicaldi?erentialequationswithperiodicHamilto-
ans, the theory of matrix polynomials with selfadjoint coe?cients,
linear di?er- tial and di?erence equations of higher order with
selfadjoint constant coe?cients, andalgebraicRiccati equations.All
of these theories, and others, arebased on r- atively recent
results of linear algebra in spaces with an inde?nite inner
product, i.e., linear algebra in which the usual positive de?nite
inner product is replaced by an inde?nite one. More concisely, we
call this subject inde?nite linear algebra. This book has the
structureof a graduatetext in which chaptersof advanced linear
algebra form the core. The development of our topics follows the
lines of a usual linear algebra course. However, chapters giving
comprehensive treatments of di?erential and di?erence equations,
matrix polynomials and Riccati equations are interwoven as the
necessary techniques are developed. The main source of material is
our earlier monograph in this ?eld: Matrices and Inde?nite Scalar
Products, 40]. The present book di?ers in objectives and
material.Somechaptershavebeenexcluded, othershavebeenadded,
andexercises have been added to all chapters. An appendix is also
included. This may serve as a summary and refresher on standard
results as well as a source for some less familiar material from
linear algebra with a de?nite inner product. The theory developed
here has become an essential part of linear algebra. This, together
with the many signi?cant areas of application, and the accessible
style, make this book useful for engineers, scientists and
mathematicians al
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