On the eigenvalues which express antieigenvalues Journal Article

• Best Open Access

Overview

abstract

• We showed previously that the first antieigenvalue and the components of the first antieigenvectors of an accretive compact normal operator can be expressed either by a pair of eigenvalues or by a single eigenvalue of the operator. In this paper, we pin down the eigenvalues of T that express the first antieigenvalue and the components of the first antieigenvectors. In addition, we will prove that the expressions which state the first antieigenvalue and the components of the first antieigenvectors are unambiguous. Finally, based on these new results, we will develop an algorithm for computing higher; antieigenvalues.

CU Boulder Authors

• Gustafson, Karl E

publication date

• January 1, 2005

has restriction

• gold

Date in CU Experts

• September 18, 2013 5:46 AM

Full Author List

• Seddighin M; Gustafson K

author count

• 2

published in

• International Journal of Mathematics and Mathematical Sciences  Journal

Other Profiles

International Standard Serial Number (ISSN)

• 0161-1712

Electronic International Standard Serial Number (EISSN)

• 1687-0425

Digital Object Identifier (DOI)

• https://doi.org/10.1155/ijmms.2005.1543

Additional Document Info

start page

• 1543

end page

• 1554

volume

• 2005

issue

• 10