The book "Resolution of Some Number Theory Problems" by РусскийМонография посвящена решению некоторых открытых проблем теории чисел. ом дано решение последней теоремы Ферма, бинарной проблемы Гольдбаха, гипотезы Римана, проблемы Коллатца, проблемы Ландау и гипотезы Лежандра. Рассмотрены способы представления четных чисел и их связь с решениями квадратного уравнения Ферма. Дано общее решение квадратного уравнения Ферма и исследована его связь с теорией представлений и проблемами простых чисел. is a comprehensive guide to understanding the evolution of technology and its impact on human society. The book offers a unique perspective on the field of number theory and its relevance to modern life, highlighting the importance of developing a personal paradigm for perceiving the technological process of developing modern knowledge. The book begins by discussing the need to study and understand the process of technology evolution, emphasizing the significance of this endeavor for the survival of humanity and the unity of people in a warring state. The author argues that by examining the historical development of technology, we can gain a deeper understanding of how it has shaped our world and how it continues to evolve today. This knowledge is essential for navigating the complexities of modern life and ensuring the survival of our species. The first chapter delves into the Goldbach binary problem, providing a solution to this longstanding challenge in number theory. The author presents a novel approach to solving this problem, demonstrating the power of representation theory in resolving seemingly intractable issues. The chapter also explores the relationship between even numbers and their connection to solutions of the Fermat equation, offering new insights into the nature of prime numbers and their role in number theory. In the second chapter, the author tackles Fermat's last theorem, providing a comprehensive solution to this famous problem in number theory. The chapter delves into the history of this problem and its significance in the field, highlighting the importance of understanding its resolution for advancing our understanding of number theory. The author also discusses the Riemann conjecture, another fundamental problem in number theory, and offers a fresh perspective on its solution using representation theory. The third chapter focuses on the Collatz problem, a fascinating issue that has captivated mathematicians for decades.

книга «Разрешение Некоторых проблем Теории чисел» РусскийМонография посвящена решению некоторых открытых проблем теории чисел. ом дано решение последней теоремы Ферма, бинарной проблемы Гольдбаха, гипотезы Римана, проблемы Коллатца, проблемы Ландау и гипотезы Лежандра. Рассмотрены способы представления четных чисел и их связь с решениями квадратного уравнения Ферма. Дано общее решение квадратного уравнения Ферма и исследована его связь с теорией представлений и проблемами простых чисел. $(document).ready(function() { $('#cost span').html(($('#costperpackage').html() * $('#packages').val()).toFixed(2)); $('#packages').change(function(){ $('#cost span').html(($('#costperpackage').html() * $('#packages').val()).toFixed(2)); $('.addtocart').attr('onclick','add_to_cart(' + $('#prodid').val() + ',1,"' + $('#colors').val() + '")'); }); $('#colors').change(function(){ $('.addtocart').attr('onclick','add_to_cart(' + $('#prodid').val() + ',1,"' + $('#colors').val() + '")'); }); $('.addtocart').attr('onclick','add_to_cart(' + $('#prodid').val() + ',1,"' + $('#colors').val() + '")'); }); $('#addtocart_btn').click(function(){ $('#elem').delay(10).fadeIn(); $('#elem').delay(1500).fadeOut(); });