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Created page with "{{Era|Individuals|}}{{WP-REAL}} '''Ibrahim ibn Sinan''' (c. 908 – 946) was an Abbasid mathematician. He was the son of physician Sinan ibn Thabit and the grandson of polymath Thābit ibn Qurra. Following his family legacy, Ibrahim went on to become a distinguished mathematician, studying the curves required to make sundials and advancing the theory of integration.<ref name="ACI">''Assassin's Creed: Initiates'' – Database: Forward..."
 
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{{Era|Individuals|}}{{WP-REAL}}
{{Era|Individuals|}}{{WP-REAL}}
'''Ibrahim ibn Sinan''' (c. 908 – 946) was an [[Abbasid Caliphate|Abbasid]] mathematician. He was the son of physician [[Sinan ibn Thabit]] and the grandson of polymath [[Thābit ibn Qurra]].
'''Ibrahim ibn Sinan''' (c. 908 – 946) was an [[Abbasid Caliphate|Abbasid]] mathematician. He was the son of [[Doctor|physician]] [[Sinan ibn Thabit]] and the grandson of polymath [[Thābit ibn Qurra]].


Following his family legacy, Ibrahim went on to become a distinguished mathematician, studying the curves required to make sundials and advancing the theory of integration.<ref name="ACI">''[[Assassin's Creed: Initiates]]'' – [[Database: Forward Thinker]]</ref>
Following his family legacy, Ibrahim went on to become a distinguished mathematician, studying the curves required to make sundials and advancing the theory of {{Wiki|Integral|integration}}.<ref name="ACI">''[[Assassin's Creed: Initiates]]'' – [[Database: Forward Thinker]]</ref>


==Appearances==
==Appearances==
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[[Category:946 deaths]]
[[Category:946 deaths]]
[[Category:Individuals]]
[[Category:Individuals]]
[[Category:Abbasid people]]
[[Category:Arabs]]
[[Category:Astronomers]]
[[Category:Mathematicians]]
[[Category:Scholars]]

Latest revision as of 14:33, 5 October 2023

Ibrahim ibn Sinan (c. 908 – 946) was an Abbasid mathematician. He was the son of physician Sinan ibn Thabit and the grandson of polymath Thābit ibn Qurra.

Following his family legacy, Ibrahim went on to become a distinguished mathematician, studying the curves required to make sundials and advancing the theory of integration.[1]

Appearances[edit | edit source]

References[edit | edit source]