1. Mathematical thoughts in Sunzi's Calculations and its modern value: This paper discusses the mathematical thoughts and methods in Sunzi's Calculations and their application in modern mathematics.
2. Geometric research in the classical calculation of Sun Tzu's Art of War: The geometric contents in the classical calculation of Sun Tzu's Art of War are analyzed in detail, including the properties of triangles, quadrangles and circles.
3. Algebraic research in Sun Tzu's classical calculation: study the algebraic content in Sun Tzu's classical calculation, including the solution of equations and the properties of numbers.
4. Arithmetic research in Sun Tzu's classical calculation: Discusses the arithmetic content in Sun Tzu's classical calculation, including the rules of addition, subtraction, multiplication and division.
5. Research on mathematical logic in Sun Tzu's classical calculation: The mathematical logic in Sun Tzu's classical calculation is analyzed, including proof method and inference rules.
6. Research on the thought of mathematics education in Sun Tzu's Calculation of Classics: This paper discusses the thought of mathematics education in Sun Tzu's Calculation of Classics, including teaching methods and learning strategies.
7. The Art of War and the development of ancient mathematics in China: This paper studies the influence of the Art of War on the development of ancient mathematics in China, including its contribution to mathematical theory and practice.
Related knowledge of arithmetic research
1. Arithmetic research is an important branch of mathematics, which mainly studies the properties, operation rules and relationships of integers, rational numbers and real numbers. The origin of arithmetic research can be traced back to ancient civilizations, such as ancient Egypt, ancient Babylon and ancient Greece. In these civilizations, people have mastered some basic arithmetic knowledge, such as addition, subtraction, multiplication and division.
2. With the development of history, arithmetic research gradually separated from practical application and became an independent discipline. In this process, many famous mathematicians have made important contributions to the study of arithmetic, such as Ashena, Zu Chongzhi and Qin in China.
3. In modern mathematics, arithmetic research is still an active field. Many important mathematical problems are related to arithmetic, such as Fermat's last theorem, Riemann conjecture and Goldbach conjecture. In addition, arithmetic research is closely related to other mathematical fields, such as algebra, geometry, number theory, combinatorial mathematics and so on.