This project is dedicated to the research and development of an original Structural Numerical Symmetry (SNS) algorithm, which represents a universal approach to manipulating numbers and identifying patterns in their structure. The proposed algorithm enables effective division of a number into blocks, performing calculations, and combining the results, ensuring a high degree of accuracy and reliability. The main principles and stages of the algorithm include: * Splitting a natural number into blocks while maintaining closeness in digit length. * Subsequent local multiplication of each block by a single natural number. * Combining the obtained results into a single construct. * Analyzing the resulting value and comparing it with the traditional multiplication method. Practical application of this algorithm is possible in various fields, including number theory, computer science, biology, economics, chemistry, music, and literature (over 10 disciplines in total). Conducted experimental studies have confirmed the stability and robustness of the algorithm, opening new prospects for further research and practical implementation.
Mikhail Yushchenko (Mon,) studied this question.