The mathematical work Zhou pian Ji Jing.

Zhou's parallel computing should be regarded as China's earlier mathematical works, with a history of about 2,000 years. At that time, under the condition of social development and low economy, people learned by copying and passed on their mathematics knowledge to the next generation.

It can be seen that the advent of Pythagorean theorem in Zhouyi ·suan Jing is of great help to people in calculation and other methods. So what are the well-known mathematical works in ancient China that have been handed down to this day? The classic of weekly parallel computing can be regarded as one of them.

Chapter IX Arithmetic

Nine Chapters Arithmetic is also one of the most important mathematical masterpieces in ancient China. It has a profound influence on my development after studying ancient mathematics. Since the publication of Nine Chapters Arithmetic, it has been directly used in the textbooks of mathematics education for thousands of years.

Arithmetic in Song and Yuan Dynasties

From the Han Dynasty to the Tang Dynasty, after more than a thousand years of development, it has formed its own unique characteristics. On this basis, it was better interpreted by Zhu Shu in Song and Yuan Dynasties.

In fact, Shu Shu in Song and Yuan Dynasties is the mathematical works of four masters that have been circulated all the time. Because of its high achievements in the same period, it can be regarded as a glorious moment in ancient China. So what famous mathematical works in ancient China have been handed down to this day? Song Heyuan is also a part of it.

Siyuan Encounter is the masterpiece of Zhu Shijie, an outstanding mathematician in Yuan Dynasty, and its achievements are regarded as the peak of the development of computer system in China. It is a brilliant mathematical masterpiece and highly praised by researchers in the history of modern mathematics. It is considered as the most important mathematical work of China and one of the most outstanding mathematical works in the Middle Ages.

Qin's positive and negative cholesky decomposition and the great derivative method have long influenced the research direction of China's mathematics. The works of mathematicians, Li Rui, Zhang Dunren, Luo, Shi Yuechun and Huang Zongxian were all completed under the direct or indirect influence of the nine chapters. Qin's achievements also represent the mainstream and highest level of medieval mathematics development, and occupy a lofty position in the history of mathematics in the world.