Si yuan shu
Chinese quaternion invented by Zhu Shijie (Yuan dynasty mathematician) in 1303
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Si yuan shu
Summary
Si yuan shu is a system of equations[1].
Key Facts
- Si yuan shu is credited with the discovery of Zhu Shijie[2].
- Si yuan shu's instance of is recorded as system of equations[3].
- Si yuan shu's based on is recorded as system of equations[4].
- Si yuan shu is a type of hypercomplex number[5].
- Si yuan shu is a type of tetrad[6].
- Si yuan shu is a type of ordered pair[7].
- Si yuan shu is part of algebra of real quaternions[8].
- 1303 marks the founding of Si yuan shu[9].
- Si yuan shu's time of discovery or invention is recorded as 1303[10].
- Si yuan shu's derivative work is recorded as Tian yuan shu[11].
- Si yuan shu's maintained by WikiProject is recorded as WikiProject Mathematics[12].
Body
Definition and Type
Si yuan shu's instance of is recorded as system of equations[3]. Recorded subclass of include hypercomplex number[5], tetrad[6], and ordered pair[7].
Origins
1303 marks the founding of Si yuan shu[9].
Use and Application
Si yuan shu is part of algebra of real quaternions[8].