The book "Прикладные задачи динамического программирования" by [Author's name] is a comprehensive guide to understanding the evolution of technology and its impact on human society. The author presents a unique perspective on the need for developing a personal paradigm for perceiving the technological process of developing modern knowledge, as the basis for the survival of humanity and the unification of people in a warring state. The book begins by exploring the one-dimensional processes of distribution, multi-dimensional processes of smoothing, and composition of schedules using methods of dynamic programming and variational calculus. These techniques are essential for optimizing the search for optimal trajectories in complex systems, such as manufacturing processes, control systems, and communication networks. The author also discusses the application of transcendental curves and their use in technological systems. The book then delves into the study of regulation with feedback, which is critical for ensuring the stability and efficiency of technological systems. The author examines the numerical analysis of transcendental curves and their role in optimizing the performance of technological systems. This section provides readers with a deep understanding of the mathematical foundations of dynamic programming and its applications in modern technology.

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