Linear algebra/ Larry Smith

By: Smith, LarryMaterial type: TextTextSeries: (Undergraduate texts in mathematics)Publication details: New York: Springer, c1998Edition: 3rd edDescription: xii, 452 p. ; 24 cmISBN: 0387984550Subject(s): Linear Algebras | MathematicsDDC classification: 512.5
Contents:
Vectors in the plane and space -- Vector spaces -- Examples of vector spaces -- Subspaces -- Linear independence and dependence -- Finite dimensional vector spaces and bases -- The elements of vector spaces -- A summing up -- Linear transformations -- Linear transformations : examples and applications -- Linear transformations and matrices -- Representing linear transformations by matrices -- More on representing linear transformations by matrices -- Systems of linear equations -- The elements of eigenvalue and eigenvector theory -- Inner product spaces -- The spectral theorem and quadratic forms -- Jordan canonical form -- Application to differential equations -- The similarity problem -- Multilinear algebra and determinants -- Complex numbers.
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Holdings
Item type Current library Call number Status Date due Barcode Item holds
General Books General Books Central Library, Sikkim University
General Book Section
512.5 LAR/L (Browse shelf(Opens below)) Available P25377
Total holds: 0

Vectors in the plane and space --
Vector spaces --
Examples of vector spaces --
Subspaces --
Linear independence and dependence --
Finite dimensional vector spaces and bases --
The elements of vector spaces --
A summing up --
Linear transformations --
Linear transformations : examples and applications --
Linear transformations and matrices --
Representing linear transformations by matrices --
More on representing linear transformations by matrices --
Systems of linear equations --
The elements of eigenvalue and eigenvector theory --
Inner product spaces --
The spectral theorem and quadratic forms --
Jordan canonical form --
Application to differential equations --
The similarity problem --
Multilinear algebra and determinants --
Complex numbers.

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