Numerical Methods for Ordinary Differential Equations and Dynamical Systems, edited by E. A. Novikov is a unique publication that will become a real find for students, graduate students and teachers involved in mathematics, physics and engineering sciences. This guide offers readers a deep dive into the world of numerical methods, which play a key role in solving ordinary differential equations (ODIs) and dynamical systems. On the pages of the book you will find not only theoretical foundations, but also practical applications of numerical methods. Each section is riddled with clear explanations, examples and tasks, which makes the material understandable even to those who are just beginning to get acquainted with this topic. The book covers a wide range of methods, such as Euler's methods, Runge-Kutta's methods, and more complex approaches, including adaptive and multi-network methods. This allows readers not only to master the basic techniques, but also to delve into more complex aspects of numerical analysis. Who can like this publication? First of all, it is addressed to students and graduate students of technical and natural sciences specialties, as well as teachers who are looking for quality material for courses on mathematical modeling and numerical methods . However, interest in the book can also be shown by practicing engineers, physicists and researchers working with dynamic systems and seeking to improve their skills in numerical analysis. The topics raised in the book cover not only theory, but also practical aspects of the application of numerical methods in various fields of science and technology. Readers will be able to learn how to apply these techniques to real-world problems such as simulation of physical processes, system stability analysis, and optimization. The book also discusses the accuracy and stability of numerical solutions, which is an important aspect for any researcher or engineer. The author's style, as well as the collective approach to writing the book, make it especially valuable. E. A. Novikov, known for his work in the field of mathematical modeling, managed to unite the efforts of various specialists, which allowed to create a holistic and multifaceted publication. Other works by the author include Numerical Methods in Mathematics and Mechanics, which also addresses important aspects of numerical analysis, allowing readers to expand their knowledge and deepen their understanding of the subject. The book Numerical Methods for Ordinary Differential Equations and Dynamical Systems will become an indispensable assistant for all who seek to master numerical methods and apply them in their practice. It not only enriches theoretical knowledge, but also offers many practical challenges, making the learning process fun and productive. If you are looking for a quality manual on numerical methods, this publication should definitely take a place on your shelf. Do not miss the opportunity to immerse yourself in the world of numerical methods and discover new horizons in mathematical modeling. This book is your reliable guide to the complex but fascinating world of ordinary differential equations and dynamical systems.