The book "The method of continuation of the decision on parameters and the best parameterization" by the authors Shalashilin V. and . and Kuznetsova E . B. is a unique study that immerses the reader in the world of mathematical modeling and numerical methods. This work will be of particular interest to those engaged in applied mathematics, engineering or scientific research, as well as students and graduate students seeking to deepen their knowledge in the field of numerical methods and optimization. The authors, Shalashilin and Kuznetsov, are known for their in-depth research in mathematical analysis and numerical methods, and in this book they offer the reader a fresh perspective on the method of continuing the solution on parameters. This method, according to the authors, can significantly improve the quality of solutions obtained in the modeling of complex systems. The book discusses in detail various aspects of this method, ranging from its theoretical foundations to practical applications in real-world problems. One of the key topics of the book is the best parameterization, which implies the choice of optimal parameters to achieve the best result in modeling. The authors share their findings and methods that will help readers not only understand how to choose the right parameters, but also how this knowledge can be applied in practice. The reader will be able to see how theoretical concepts are implemented, and how they can be used to solve real-world problems in various fields of science and technology. The book is written in accessible language, which makes it suitable for both professionals and beginners. It will be of interest to senior students, graduate students and young scientists, as well as practicing engineers and researchers working with numerical methods and modeling. If you are looking for literature that will help you deepen your knowledge in the field of mathematical modeling, then this work will be a real find for you. Shalashilin and Kuznetsov not only share their knowledge, but also inspire the reader to further research Their writing style is clear and logical, which makes it easy to perceive even the most complex concepts. The book is filled with examples, illustrations and tasks that will help the reader to consolidate the knowledge gained and apply it in practice. The topics raised in the book cover a wide range of issues related to optimization and numerical analysis. The authors discuss how to correctly interpret the results obtained with the help of methods of continuation of the decision, and how to avoid common errors that can lead to incorrect conclusions. This makes the book not only a tutorial, but also a practical guide for anyone seeking to improve their skills in mathematical modeling. In conclusion, "The method of continuing the solution of parameters and the best parameterization" is not just a book, but a whole world of opportunities for those who want to deepen their knowledge in the field of numerical methods and mathematical modeling. If you are looking for literature that will help you become an expert in this field, then this book will become your reliable companion on the way to new knowledge and discoveries. Do not miss the opportunity to discover new horizons with this fascinating and informative work