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Selected Muslims In Civilization :: خيار المسلمين في الحضارة  -- Imam Abu Hanifa | Imam Ibn Hanbal | Imam Malik | Imam Al Shafi’i | Al Ayoubi | Al Battani | Al Biruni | Al Buzjani | Al Farghani | Al Kindi | Al Idrisi | Al Khayyam | Al Khawarizmi | Al Tusi | Al Zahrawi | Dan Fodio | Ibn Al-Baitar | Ibn Al Nafis | Ibn Batuta | Ibn Haiyan | Ibn Khaldun | Ibn Rushd | Ibn Qurra | Ibn Sina | Ibn Ziyad | Ibn Zuhr | Sheikh Abdulfattah Abu-Abdullah Adelabu (Ph. D. Damas)

Abul Wafa Muhammad al-Buzjani

Abul Wafa Muhammad Ibn Muhammad Ibn Yahya Ibn Ismail al-Buzjani, a prominent Muslim mathematics and astronomer.

Abul Wafa was born in Buzjan, Nishapur in 940 A.D., and flourished as a great mathematician and astronomer at Baghdad and died in 997/998 A.D. He learnt mathematics in Baghdad. In 959 A.D. he migrated to Iraq and stayed there till he passed away.

Abul Wafa helped in bringing about a lot of theories in several branches of mathematics, particularly geometry and trigonometry. In geometry his contribution lies in solving geometrical problems with opening of the compass; construction of a square equivalent to other squares; regular polyhedral; construction of regular hexagon taking for its side half the side of the equilateral triangle inscribed in the same circle; constructions of parabola by points and geometrical solution of the equations:

x4 = a and x4 + ax3 = b

Abul Wafa's contribution to the development of trigonometry was extensive. He was the first to show the generality of the sine theorem relative to spherical triangles. He developed a new method of constructing sine tables, the value of sin 30’ being correct to the eighth decimal place. He also developed relations for sine (a+b) and the formula:

2 sin2 (a/2) = 1 - cos a, and sin a = 2 sin (a/2) cos (a/2)

He also made a special study of the tangent and calculated a table of tangents. He introduced the secant and cosecant for the first time, knew the relations between the trigonometric lines, which are now used to define them, and undertook far-reaching studies on conics.

Abul Wafa was not only a mathematician he also contributed to astronomy. In this field he discussed different movements of the moon, and discovered 'variation'. He was also one of the last Arabic translators and commentators of Greek works.

He wrote a great number of books on mathematics and other subjects, most of which have been lost or exist in modified forms. His contribution includes Kitab 'Ilm al-Hisab, a practical book of arithmetic, al-Kitab al-Kamil (the Complete Book), Kitab al-Handsa (Applied Geometry). Apart from this, he wrote rich commentaries on Euclid, Diophantos and al-Khawarizmi, but all of these have been lost. His books now extant include Kitab 'Ilm al-Hisab, Kitab al- Handsa and Kitab al-Kamil.

His astronomical knowledge on the movements of the moon has been criticized in that, in the case of 'variation' the third inequality of the moon as he discussed was the second part of the 'evection'. But, according to Sedat, what he discovered was the same that was discovered by Tycho Brache six centuries later.

Nonetheless, his contribution to trigonometry was extremely significant in that he developed the knowledge on the tangent and introduced the secant and cosecant for the first time; in fact a sizeable part of today's trigonometry can be traced back to him.

 

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Companions Of The Prophets (s.a.w)

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Stories Of The Companions :: قصص الصحابة رضوان الله عليهم

'Abbaad Ibn Bishr 
‘Abdullah Ibn ‘Abbaas 
‘Abdullah Ibn 'Amr Ibn Al-'Aas 
'Abdullah ibn Hudhafah as-Sahmi 
'Abdullah ibn Jahsh 
'Abdullah Ibn Mas'uud 
'Abdullah Ibn Rawaahah 
'Abdullah Ibn Sailam 
'Abdallah Ibn 'Umar 
'Abdullah ibn Umm Maktum 
'Abdullah Ibn Az-Zubair 
'Abd Ar- Rahman Ibn Abi Bakr 
'Abd Ar-Rahman Ibn 'Awf 
Abu Ad-Dardaa 
Abu Ayuub Al-Ansaariy 
Abu Dhar Al-Ghifaariy 
Abu Jabir Abdallah bin Amr bin Hiram 
Abu Hurairah 
Abu-l Aas ibn ar-Rabiah 
Abu Muusaa Al-Ash'ariy 
Abu Sufyaan Ibn Al-Haarith 
Abu Ubaydah ibn al-Jarrah 
'Adiyy ibn Hatim 
'Aishah bint Abi Bakr 
Al-'Abbaas Ibn 'Abd Al-Muttalib 
Al-Baraa' Ibn Maalik 
Al-Miqdaad Ibn 'Amr 
'Ammaar Ibn Yaasir 
'Amr Ibn Al -'Aas 
'Amr Ibn Al-Jamuuh 
An-Nuayman ibn Amr 
An-Numan ibn Muqarrin 
Asmaa bint Abu Bakr 
At-Tufail Ibn 'Amr Ad-Dawsiy 
Az-Zubair Ibn Al-'Awaam 
Barakah 
Bilaal Ibn Rabaah 
Fatimah bint Muhammad 
Fayruz ad-Daylami 
Hakim ibn Hazm 
Hamzah Ibn 'Abd Al-Muttalib 
Hudhaifah Ibn Al-Yamaan 
Ikrimah ibn Abi Jahl 
Ja'far Ibn Abi Taalib 
Julaybib 
Habib Ibn Zaid 
Khabbab ibn al-Arat 
Khaalid Ibn Al-Waliid 
Khaalid Ibn Sa'iid 
Khubaib Ibn 'Adiy 
Mi'aadh Ibn Jabal 
Muhammad ibn Maslamah 
Mus'ab Ibn 'Umair 
Nuaym ibn Masud 
Rabiah ibn Kab 
Ramlah bint Abi Sufyan 
Rumaysa bint Milhan 
Qais Ibn Sad Ibn Ubaadah 
Sa'd Ibn Abi Waqqaas 
Sa'd Ibn Mitaadh 
Sa'd Ibn 'Ubaadah 
Sa'iid Ibn Aamir 
Sa'iid ibn Zayd 
Saalim Mawlaa Abi Hudhaifah 
Salamah Ibn Al-Akwa' 
Salmaan Al-Faarisiy 
Suhayb ar-Rumi 
Suhayb Ibn Sinaan 
Suhayl Ibn'Amr 
Talhah Ibn - Ubaid Allah 
Thaabit Ibn Qais 
Thumamah ibn Uthal 
'Ubaadah Ibn As-Saamit 
Ubaiy Ibn Ka'b 
Umair Ibn Sa'd 
Umair Ibn Wahb 
'Umraan Ibn Husain 
Umm Salamah 
Uqbah ibn Aamir 
Usaamah Ibn Zaid 
Usaid Ibn Hudair 
'Utbah Ibn Ghazwaan 
'Uthmaan Ibn Madh'uun 
Zayd al-Khayr 
Zayd Ibn Al-Khattaab 
Zayd Ibn Haarithah 
Zayd Ibn Thaabit 
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