The book covers topics such as numerical integration, numerical solution of differential equations, and computational geometry. The book is divided into four parts: Part I: Numerical Integration, Part II: Numerical Solution of Differential Equations, Part III: Computational Geometry, and Part IV: Applications of Numerical Mathematics. Each part contains several chapters, each of which presents a specific topic or technique in numerical mathematics. The book also includes an introduction that provides an overview of the field of numerical mathematics and its importance in modern science and technology. Beitrage zur Numerischen Mathematik Band 4 is written at a level that is accessible to graduate students and researchers in the field of numerical mathematics, but it can also be useful for other mathematicians and scientists who want to learn more about this important area of study. The book is well-organized and easy to follow, making it a valuable resource for anyone interested in numerical mathematics. The book begins with an introduction that sets the stage for the rest of the text. This introduction explains the importance of numerical mathematics in modern science and technology, and how it has evolved over time. It also highlights the key concepts and techniques that will be covered in the book. Part I: Numerical Integration covers the basics of numerical integration, including the trapezoidal rule, Simpson's rule, and Gaussian quadrature.

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