Slides_2010_03_12 - Applied linear algebra and numerical...

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Applied linear algebra and numerical analysis Session 28 Prof. Ulrich Hetmaniuk Department of Applied Mathematics March 11, 2010
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Take Home Exam The take-home for AMATH 352 has two deadlines. The Scorelator part is due before 12:30 on 03/15/2010. The written part is due on 03/15/2010 before 17:00. To turn the written part, you can either give it to me on Friday; put it in the mailbox next to the elevator on the 4th floor of Guggenheim; give it to Xing Fu between 16:30 and 17:00 on Monday March 15th, 2010 (GUG 415). Any take-home turned after 17:00 (03/15/10) will be considered late and not graded.
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Eigenvalue and Eigenvectors Consider a non-zero matrix A R n × n . Definition The vector v 6 = 0 is an eigenvector of A if Av = λ v for some scalar value λ . The scalar λ is called an eigenvalue .
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Eigenvalue problems give insight into the behavior of evolving systems governed by linear equation. Example: Study of resonance
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This note was uploaded on 03/31/2010 for the course AMATH 352 taught by Professor Leveque during the Winter '07 term at University of Washington.

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Slides_2010_03_12 - Applied linear algebra and numerical...

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