The Springer Series in Computational Physics, edited by H. Cabannes, M. Holt, H. B. Keller, J. Killeen, and S. A. Orszag, compiles a collection of books focusing on numerical methods and computational techniques in various fields of physics and engineering. Key topics include fluid dynamics, plasma physics, unsteady viscous flows, finite-difference techniques, finite element methods, optimal shape design, bifurcation theory, and nonlinear variational problems. The series emphasizes the connections between different computational methods, such as finite element, finite difference, and spectral methods, within the Galerkin framework. Each book provides detailed explanations, worked examples, and applications to help readers understand and apply these methods effectively. The series aims to bridge the gap between theoretical and practical aspects of computational physics, making it accessible to both students and professionals.The Springer Series in Computational Physics, edited by H. Cabannes, M. Holt, H. B. Keller, J. Killeen, and S. A. Orszag, compiles a collection of books focusing on numerical methods and computational techniques in various fields of physics and engineering. Key topics include fluid dynamics, plasma physics, unsteady viscous flows, finite-difference techniques, finite element methods, optimal shape design, bifurcation theory, and nonlinear variational problems. The series emphasizes the connections between different computational methods, such as finite element, finite difference, and spectral methods, within the Galerkin framework. Each book provides detailed explanations, worked examples, and applications to help readers understand and apply these methods effectively. The series aims to bridge the gap between theoretical and practical aspects of computational physics, making it accessible to both students and professionals.