Generalised eigenvialue problem for tridiagonal symmetric interval matrices

منو

" Generalised eigenvialue problem for tridiagonal symmetric interval matrices "
Y. A.-B. Salem

Document Type	:	Latin Dissertation
Language of Document	:	English
Record Number	:	1113378
Doc. No	:	TLpq304413518
Main Entry	:	Y. A.-B. Salem
Title & Author	:	Generalised eigenvialue problem for tridiagonal symmetric interval matrices\ Y. A.-B. Salem
College	:	King Fahd University of Petroleum and Minerals (Saudi Arabia)
Date	:	1997
student score	:	1997
Degree	:	M.S.
Page No	:	65
Abstract	:	An algorithm to determine the eigenintervals of the generalized eigenvalue problem usdA\sp1x=\lambda B\sp1x,usd where usd(A\sp1,B\sp1)usd is a pair of real tridiagonal symmetric interval matrices, is presented. The eigenintervals are exactly calculated. The algorithm requires twice as much computational effort as the Sturm algorithm which is used for real point matrices.
Subject	:	Mathematics
	:	Pure sciences