Introduction To Asymptotic Methods by Jan Awrejcewicz (Author)

Publisher: MATHEMATICS

Availability: In Stock
SKU: 48844
Number of Pages: 242

Rs.650.00

Rs.750.00

Tags: Analytical Methods , Analytical Techniques , Applied Mathematics , Approximation Theory , Asymptotic Analysis , Asymptotic Analysis in Dynamics , Asymptotic Analysis in Engineering , Asymptotic Analysis in Science , Asymptotic Analysis of Differential Equations , Asymptotic Approaches , Asymptotic Approximations , Asymptotic Behavior , Asymptotic Behavior of Solutions , Asymptotic Estimation , Asymptotic Expansion , Asymptotic Expansion Methods , Asymptotic Methods , Asymptotic Methods in Applied Mathematics , Asymptotic Methods in Differential Equations , Asymptotic Methods in Engineering , Asymptotic Methods in Mathematical Physics , Asymptotic Methods in Nonlinear Systems , Asymptotic Methods in Physics , Asymptotic Series , Asymptotic Solutions , Asymptotic Solutions of Differential Equations , Asymptotic Stability , Asymptotic Techniques , Asymptotic Techniques in Mathematical Physics. , best books , Best Selling Books , Boundary Layer Theory , Differential Equations , digital shopping Best Selling Books , Dynamical Systems , good books , Introduction To Asymptotic Methods , Jan Awrejcewicz , Mathematical Asymptotics , Mathematical Modeling , Mathematical Modelling , Mathematical Physics , Mathematical Techniques , Multiscale Methods , Nonlinear Dynamics , Numerical Methods , Perturbation Methods , Perturbation Theory , Singular Perturbations , Stability Analysis , Vadim A. Krysko

Description
Reviews

Description

Introduction to Asymptotic Methods

Author: Jan Awrejcewicz
Binding: Paperback
Paper Quality: white paper
Category: Applied Mathematics, Engineering Mathematics, Nonlinear Dynamics
Recommended For:

Advanced mathematics and engineering students
Researchers in applied sciences
Professionals working on nonlinear systems and perturbation methods
Graduate-level instructors and scholars

Key Points:

Foundational Concepts: Introduces the core principles of asymptotic analysis, laying the groundwork for understanding various techniques and their applications.
Comprehensive Techniques: Covers a wide range of asymptotic methods, including regular perturbation, singular perturbation, and matched asymptotic expansions.
Illustrative Examples: Provides practical examples throughout the text to demonstrate the application of asymptotic methods in solving real-world problems.
WKB Method: Discusses the WKB (Wentzel-Kramers-Brillouin) method in detail, explaining its significance in quantum mechanics and differential equations.
Applications in Physics and Engineering: Explores how asymptotic methods are used in various fields, including fluid dynamics, structural analysis, and control theory.
Step-by-Step Derivations: Presents clear and logical derivations of concepts, making complex ideas more accessible to readers.
Problem Sets: Includes exercises and problems at the end of chapters to reinforce learning and encourage practical application of concepts.
Suitable for Diverse Audiences: Targeted at graduate students and researchers in applied mathematics, engineering, and the physical sciences.
Interdisciplinary Approach: Highlights the relevance of asymptotic methods across various scientific disciplines, promoting a broader understanding of their applications.
Reference Material: Serves as a valuable reference for both new and experienced practitioners, providing insights into advanced asymptotic techniques.

Conclusion:

Introduction to Asymptotic Methods by Jan Awrejcewicz and Vadim A. Krysko is an essential resource for those looking to delve into the world of asymptotic analysis. By combining theoretical foundations with practical applications, this book equips readers with the necessary tools to tackle complex problems in applied mathematics and related fields, making it a valuable addition to any scientific library.

════ ⋆★⋆ ═══

Writer ✤ Jan Awrejcewicz (Author), Vadim A. Krysko (Author)

Reviews