Bokdetaljer
Format
Pocketbok
Sidor
384
Språk
Engelska
Publicerad
Mar 28, 2001
Förlag
North Holland
Utgåva
1
ISBN-10
0444505997
ISBN-13
9780444505996
Beskrivning
In this comprehensive volume, readers are introduced to the intricate realm of nonlinear equations and optimization techniques that are essential for solving complex mathematical problems. The authors, L.T. Watson, J.A. Ford, and M. Bartholomew-Biggs, delve into advanced numerical methods that cater to a wide array of applications. They provide a clear framework for understanding the principles of nonlinear analysis, ensuring that even the most challenging concepts are accessible to scholars and practitioners alike.
The text is structured to bridge theory with practical implementation, featuring numerous examples and problem sets that highlight the efficiency of various optimization algorithms. The authors emphasize not only the mathematical foundations but also their real-world implications, making this work a valuable resource for researchers and industry professionals seeking to enhance their knowledge in numerical analysis.
Throughout the chapters, readers will encounter detailed discussions on convergence properties, stability, and the role of algorithms in problem-solving processes. The meticulous presentation of topics ensures a gradual progression from foundational principles to more sophisticated techniques, allowing for a smooth learning curve.
This volume stands as a testament to the ongoing dialogue between pure mathematics and applied computational techniques, fostering a deeper understanding of both disciplines. It serves as an indispensable guide for anyone looking to enhance their computational toolkit while navigating the complexities of nonlinear equations and optimization.
The text is structured to bridge theory with practical implementation, featuring numerous examples and problem sets that highlight the efficiency of various optimization algorithms. The authors emphasize not only the mathematical foundations but also their real-world implications, making this work a valuable resource for researchers and industry professionals seeking to enhance their knowledge in numerical analysis.
Throughout the chapters, readers will encounter detailed discussions on convergence properties, stability, and the role of algorithms in problem-solving processes. The meticulous presentation of topics ensures a gradual progression from foundational principles to more sophisticated techniques, allowing for a smooth learning curve.
This volume stands as a testament to the ongoing dialogue between pure mathematics and applied computational techniques, fostering a deeper understanding of both disciplines. It serves as an indispensable guide for anyone looking to enhance their computational toolkit while navigating the complexities of nonlinear equations and optimization.