But aside from Zu Chongzhi, Huaxia also had quite a few standouts in the field of mathematics.
And they can be classified into many categories based on their contributions and directions.
For example, regarding influence on modern mathematics, Qin Jiushao undoubtedly deserves to be at the forefront.
Because only his Great Derivation Technique and Chinese Remainder Theorem from native mathematics are preserved by modern math.
The rest of Huaxia's various ancient mathematical techniques and tools were reinvented by Western mathematicians.
In terms of groundbreaking innovation.
Then unquestionably, Liu Hui and Zhu Shijie lead, as they represent two major leaps on the two mathematical peaks of Huaxia:
Liu Hui organized the entire body of mathematical knowledge from the Qin and Han periods, establishing an overall framework for ancient Huaxia mathematics, summarizing the overall computational framework of linear algebra.
Broadly similar to Euclid in Greek mathematics.
