SCIENTIFIC COMPUTING GROUP

Department of Electrical and Computer Engineering,

University of California, Santa Barbara

Numerical Linear Algebra

- "On the infinitesimal limits of the Schur complements of tridiagonal matrices," by N. Somasunderam and S. Chandrasekaran, in Linear Algebra and its Applications 436 (2012) 659–681.
- "Discrete Inverse Scattering," Ph.D. thesis of Kaviyesh Doshi.
- "A New Look at Robust Estimation and Identification," Ph.D. thesis of Keith Schubert.
- "Parameter estimation in the presence of bounded data uncertainties," S. Chandrasekaran, G. H. Golub, M. Gu and A. H. Sayed.
- "An Efficient and Stable Algorithm for the Symmetric-Definite Generalized Eigenvalue Problem," S. Chandrasekaran.
- "A Stable and Efficient Algorithm for the Indefinite Linear Least-Squares Problem," S. Chandrasekaran, M. Gu and A. H. Sayed.
- "The Degenerate Bounded Errors-in-Variables Model," S. Chandrasekaran,M. Gu, A. H. Sayed and K. E. Schubert.
- "An Efficient Algorithm for a Bounded Errors-in-Variables Model," S. Chandrasekaran, G. H. Golub, M. Gu and A. H. Sayed.
- "On Rank-Revealing Factorizations," S. Chandrasekaran and I. C. F.Ipsen.
- "Analysis of a QR Algorithm for Computing Singular Values," S. Chandrasekaran and I.C.F. Ipsen.
- "On the Sensitivity of Solution Components in Linear Systems of Equations," S. Chandrasekaran and I.C.F. Ipsen.