It provides an in-depth view of the numerical methods that are applicable for solving matrix eigenvalue problems that arise in various engineering and scientific applications. Each chapter was updated ...

More precisely, I study eigenvalue problems that seek to describe the vibrational frequencies of various drums and plates. I also investigate connections between probability, specifically the expected ...

Linear algebra, matrix analysis, matrix theory, eigenvalue problems, inverse problems, numerical analysis, polynomial matrices, rational matrices. My current research interest is in the area of ...

The procedure in obtaining analytical solutions from the basic differential equation (3.19) has been discussed in the previous sections. The analytical solutions describe the complete lewd-deflection ...

First published in 1985, this book presents background material, descriptions, and supporting theory relating to practical numerical algorithms for the solution of huge eigenvalue problems. This book ...

Exploring wave propagation and localization in various media has been a core focus in optics and acoustics. Specifically, in photonics and phononics, scientists have been dedicated to understanding ...

We then gave each number a numerical weight, an eigenvalue, based on how important the feature was to the pain level, and then combined the weighted values into a single quantitative measure of pain.

Analysis types available are: static, eigenvalue buckling, mode frequency, harmonic response, linear/nonlinear transient dynamics, heat transfer, magnetics and substructures. Structural and heat ...

Kurt Schab is an Assistant Professor of Electrical Engineering. He joined the SCU faculty in September 2018. He received the B.S. degree in electrical engineering and physics from Portland State ...

J. González-Pizarro, M. Salas, R. L. Soto, Extension of Brauer and Rado perturbation theorems for regular matrix pencils. Phys. Scr. 98 (2023) 075230. F. M. Dopico, J. González-Pizarro, A compact ...

She holds an honors BSc in Applied Mathematics from SFU, where she completed her undergraduate thesis with Nilima Nigam on the topic of eigenvalue PDEs. Her graduate thesis is focused on improving the ...