Entry
Math: Transformation: Eigenvector: Eigenvalue: Book: Can you give an overview of books?
Jan 22nd, 2006 18:07
Knud van Eeden,
----------------------------------------------------------------------
--- Knud van Eeden --- 17 January 2021 - 00:28 am --------------------
Math: Transformation: Eigenvector: Eigenvalue: Book: Can you give an
overview of books?
===
Book: see also:
---
[book: Ayres, Frank - title=matrices (SI (metric) edition) -
publisher=McGraw-Hill (Schaum) - year=1974 - pages total=218 - ISBN=07-
084379-1 - reference=p. 149 'Eigenvalue and eigenvector']
[book: Bickley, R. S. H. G. / Thompson, W. G. - title=matrixalgebra -
publisher=Prisma-compendia 72 - year=1970 - pages total=223 -
ISBN=n/a - reference=p. 128-170]
[book: Bronshtein, I. N. / Semendyayev, K. A. - title=handbook of
mathematics - publisher=Springer - year=1998 - pages total=973 -
ISBN=3-540-62130-X - reference=p. 149 'Eigenvalues and eigenvectors' -
general description]
[book: Cannon, Robert H. - title=dynamics of physical systems -
publisher=McGraw-Hill - year=1967 - pages total=904 - reference=p.
509 'Matrix description of eigenvector calculation' - describes a
simple algorithm about how to calculate the eigenvectors from the
found eigenvalues]
[book: Edwards, Charles Henry / Penney, David E. - title=differential
equations and boundary value problems / Computing and modeling -
publisher=Prentice-Hall - pages total=707 - ISBN=0-13-382094-7 -
reference=p. 278 'Distinct real eigenvalues']
[book: Fraleigh, John B. / Beauregard, Raymond A. - title=linear
algebra (third edition) - publisher=Addison-Wesley - year=1995 - pages
total=538 - ISBN=0-201-83999-7 - reference=p. 109, 288, 296, 297, 301,
476 'Eigenvectors'
[book: Gellert, W. / K<u..>stner, H. / Hellwich, M. - title=kleine
Enzyklop<a..>die Mathematik (2nd edition) - publisher=Verlag Harry
Deutsch, Thun und Frankfurt - year=1977 - pages total=820 - ISBN=3-
87144-323-9 - reference=p. 701 'Lineare ungleichungen, numerische
verfahren zur l<o..>sung linearer Gleichungen und Ungleichungen']
[book: Ginsberg, Jerry H. - title=advanced engineering dynamics (2nd
edition) - publisher=Cambridge University Press - year=1998 - pages
total=462 - ISBN=0-521-64604-9 - reference=p. 185 'Orthogonal
tetrahedron' - shows good example of normalization and principal axes
for 3D rotation]
[book: Golab, Stanislav - title=tensor calculus - publisher=Elsevier
scientific publishing company - year=1974 - pages total=371 - ISBN=0-
444-41124-0 - reference=p. 124 'Eigenvalues of a tensor' (informs that
the eigenvectors of different eigenvalues are perpendicular to each
other)]
[book: Goldstein, Herbert - title=classical mechanics (2nd edition) -
publisher=Addison-Wesley - year=1980 - pages total=672 - ISBN=0-201-
02918-9]
[book: Kibble, Tom W. B. - title=classical mechanics -
publisher=McGraw-Hill - year=1966 - pages total=361 - ISBN=0-582-25972-
X - reference=p. 207, 321]
[book: Kreyszig, Erwin - title=advanced engineering mathematics /
third edition - year=1972 - pages total=866 - ISBN=0-471-50729-6 -
reference=p. 273 - eigenvalues and eigenvectors - some simple examples
of finding eigenvectors]
[book: Lang, Serge - title=linear algebra - publisher=Addison-Wesley -
year=1970 - pages total=400 - ISBN=n/a - reference=p.
246 'Eigenvectors and eigenvalues']
[book: Lay, David C. - title=linear algebra and its applications -
publisher=Addison-Wesley - year=1997 - pages total=486 - ISBN=0-201-
76717-1 - reference=p. 296 'Eigenvalue and eigenvector']
[book: Lipschutz, Seymour - title=linear algebra (SI (metric)
edition) - publisher=McGraw-Hill (Schaum) - year=1974 - pages
total=334 - ISBN=07-084381-3 - reference=p. 198 'Eigenvalue']
[book: Slater, John C. / Frank, Nathaniel H. - title=mechanics -
publisher=McGraw-Hill - year=1947 - pages total=297 - ISBN=n/a -
reference=p. 272 'Tensors' - describes an algorithm about how to
calculate the eigenvectors from the found eigenvalues]
[book: Stauffer, Dietrich / Stanley, Henry E. - title=From Newton to
Mandelbrot (2nd edition) - publisher=Springer Verlag - year=1996 -
pages total=609 - ISBN=3-540-56589-2 - reference=mentions very shortly
the eigenvector equation]
[book: Stephenson, Geoff - title=mathematical methods for science
students - publisher=Longman / London - year=1973 - pages total=528 -
ISBN=0-582-44416-0 - reference=good description + some simple examples
of finding eigenvectors / normalization procedure]
[book: Strang, Gilbert - title=introduction to applied mathematics -
publisher=Wellesley-Cambridge press - year=1986 - pages total=758 -
ISBN=0-9614088-0-4 - reference=p. 47 'Eigenvalues and dynamical
systems' - good description + some simple examples of finding
eigenvectors]
[book: Strang, Gilbert - overview of his books on Amazon:
http://www.amazon.com/exec/obidos/search-handle-url/index=books&field-
author-exact=Gilbert%20Strang&rank=-relevance%2C%2Bavailability%2C-
daterank/102-9032532-3393725]
[book: Weisstein, Eric W. - title=CRC concise encyclopedia of
mathematics - publisher=Chapman & Hall / CRC - year=1999 - pages
total=1969 - ISBN=0-8493-9640-9 - reference=p. 512 'Eigenvector']
---
---
Internet: see also:
---
Math: Transformation: Eigenvector: Eigenvalue: Link: Can you give an
overview of links?
http://www.faqts.com/knowledge_base/view.phtml/aid/39001/fid/1856
----------------------------------------------------------------------
