Full Product Details
Author: Efstratios Gallopoulos ,
Bernard Philippe ,
Ahmed H. Sameh
Publisher: Springer
Imprint: Springer
Edition: 1st ed. 2016
Dimensions:
Width: 15.50cm
, Height: 2.70cm
, Length: 23.50cm
Weight: 8.749kg
ISBN: 9789401771870
ISBN 10: 9401771871
Pages: 473
Publication Date: 12 August 2015
Audience:
Professional and scholarly
,
Professional & Vocational
Format: Hardback
Publisher's Status: Active
Availability: Manufactured on demand
We will order this item for you from a manufactured on demand supplier.
Reviews
The goal of this book is to provide basic principles for the design of such efficient parallel algorithms for dense and sparse matrices. ... The book is intended to be adequate for researchers as well as for advanced graduates. (Gudula Runger, zbMATH 1341.65011, 2016) This book covers parallel algorithms for a wide range of matrix computation problems, ranging from solving systems of linear equations to computing pseudospectra of matrices. ... This is a valuable reference book for researchers and practitioners in parallel computing. It includes up-to-date and comprehensive lists of references for various topics. ... this book is well written and accurate. I highly recommend it to the parallel computing community ... . (Sanzheng Qiao, Computing Reviews, November, 2015)
“The exposition of the material is always very clear. The book is written confidently, with the greatest expertise and a remarkable breadth of topics. It should be an excellent resource for a broad audience of applied mathematicians. I would recommended it to all students, engineers and researchers in applied mathematics who wish to learn something about modern parallel techniques for large-scale matrix computation. Kudos to the authors on having produced such a delightful read and a much-needed reference!” (Bruno Carpentieri, Mathematical Reviews, 2017) “The goal of this book is to provide basic principles for the design of such efficient parallel algorithms for dense and sparse matrices. … The book is intended to be adequate for researchers as well as for advanced graduates.” (Gudula Rünger, zbMATH 1341.65011, 2016) “This book covers parallel algorithmsfor a wide range of matrix computation problems, ranging from solving systems of linear equations to computing pseudospectra of matrices. … This is a valuable reference book for researchers and practitioners in parallel computing. It includes up-to-date and comprehensive lists of references for various topics. … this book is well written and accurate. I highly recommend it to the parallel computing community … .” (Sanzheng Qiao, Computing Reviews, November, 2015)
This book covers parallel algorithms for a wide range of matrix computation problems, ranging from solving systems of linear equations to computing pseudospectra of matrices. ... This is a valuable reference book for researchers and practitioners in parallel computing. It includes up-to-date and comprehensive lists of references for various topics. ... this book is well written and accurate. I highly recommend it to the parallel computing community ... . (Sanzheng Qiao, Computing Reviews, November, 2015)
Author Information
Efstratios Gallopoulos, University of Patras, Patras Greece Bernard Philippe, INRIA/IRISA, Rennes Cedex, France Ahmed H. Sameh, Purdue University, West Lafayette, IN, USA
