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At this point of mathematical history, a lot of modern western mathematics were already discovered by Chinese mathematicians. Things grew quiet for a time until the thirteenth century Renaissance of Chinese math. This saw Chinese mathematicians solving equations with methods Europe would not know until the eighteenth century.
With a history spanning over three millennia, Chinese mathematics is believed to have initially developed largely independently of other cultures. This is a dynamic list and may never be able to satisfy particular standards for completeness.
Abridged English translation: Yoshio Mikami: "Arithmetic in Nine Sections", in The Development of Mathematics in China and Japan, 1913. Highly Abridged English translation: Florian Cajori: "Arithmetic in Nine Sections", in A History of Mathematics, Second Edition, 1919 (possibly copied or paraphrased from Mikami).
Chinese remainder theorem: The Chinese remainder theorem, including simultaneous congruences in number theory, was first created in the 3rd century AD in the mathematical book Sunzi Suanjing posed the problem: "There is an unknown number of things, when divided by 3 it leaves 2, when divided by 5 it leaves 3, and when divided by 7 it leaves a ...
Jigu suanjing (Chinese: 緝古算經, Continuation of Ancient Mathematics) was the work of early Tang dynasty calendarist and mathematician Wang Xiaotong, written some time before the year 626, when he presented his work to the Emperor.
Yabuuchi's best known work on the history of Chinese mathematics, 支那数学史 (History of Chinese mathematics, published in 1944), was translated into French with the title Une histoire des mathématiques chinoises (2000, Editions Belin) by Kaoru Baba and Catherine Jami. [3]
In 656 CE, when mathematics was included in the imperial examinations, these ten outstanding works were selected as textbooks. Jiuzhang suanshu (The Nine Chapters on the Mathematical Art) and Sunzi Suanjing (The Mathematical Classic of Sunzi) are two of these texts that precede Zhang Qiujian suanjing. All three works share a large number of ...
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