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29
l’Histoire des Mathématiques arabes (Alger, 1-3 décembre 1986), Alger, 1988,
pp. 53-66; A. Djebbar, “Deux mathématiciens peu connus de l’Espagne du XIe
siècle: al-Mu,taman et Ibn Sayyid”, en M. Folkerts y J. P. Hogendijk, Vestigia
matemática. Studies in medieval and early modern mathematics in honour of H.
L. L. Busard, Amsterdam-Atlanta GA: Rodopi, 1993, pp. 79-91; J. Hogendijk,
“Al-Mu,taman ibn Hud, 11th century King of Saragossa and Brilliant
Mathematician”, Historia Mathematica 22 (1995), pp. 1-18; R. Rashed, Les
mathématiques infinitésimales du IXe au XIe siècle, vol. I, London: al-Furqan
Islamic Heritage Foundation, 1996, pp. 975-1027; “al-Mu,taman, Yusuf”, BA, 6,
601-4, nº 1574 [A. Djebbar] [Trad. del francés Pamela D. H. Wauters].
Obras:
59.1. K. al-istikmal.
NT, I, 441; HAB, II, 551; Zirikli, VIII, 214; MK, XIII, 272; J. Hogendijk,
“Discovery of an 11th century geometrical compilation: the Istikmal of Yusuf al-
Mu,taman ibn Hud King of Saragossa”, Historia Mathematica 13 (1986), pp. 43-
56; J. P. Hogendijk, “The geometrical part of the Istikmal of Yusuf al-Mu,taman
Ibn Hud (eleventh century). An analytical table of contents”, Archives
Internationales d’Histoire des Sciences 41 (1991), pp. 207-81; J. P. Hogendijk,
“Four constructions of two proportionals between two given lines in the Book of
Perfection (Istikmal) of al-Mu,taman Ibn Hud”, JHAS 10/1-2 (1992-3), pp. 13-29;
A. Djebbar, “La rédaction de l,Istikmal d,al-Mu,taman (XIe siècle) par Ibn Sartaq,
un mathematicien des XIIIe-XIVe siècles”, Historia Mathematica 24/2 (1997),
pp. 185-92; D.A. King, “Some remarks on Islamic scientific manuscripts and
instruments, and past, present, and future research”, The significance of Islamic
manuscripts. Proceedings of the Inaugural conference of al-Furqan Islamic
Heritage Foundation 1991, ed. J. Cooper, London: Al-Furqan Islamic Heritage
Foundation, 1992, p. 129; J. P. Hogendijk, “Which version of Menelaus’ Spherics
was used by al-Mu,taman ibn Hud in his Istikmal?”, en M. Folkerts (ed.), Actes
du Colloque International Mathematische Probleme im Mittelalter der
lateinische und Sprachbereich (Wölfenbüttel, 18-22 junio 1990), Wiesbaden,
1996, pp. 17-44; A. Djebbar, “Les livres arithmétiques des Eléments d’Euclide
dans une rédaction du XIe siècle: le Kitab al-istikmal d’al-Mu,taman (m. 1085)”,
Lull 22, nº 45 (1999), pp. 589-653; J.P. Hogendijk, “al-Mu,taman simplified
lemmas for solving ‘Alhazen,s problem,”, From Baghdad to Barcelona, I, pp. 59-
102; J. P. Hogendijk, “The lost geometrical parts of the Istikmal of Yusuf al-
th
Mu,taman Ibn Hud (eleventh century) in the redaction of Ibn Sartaq (14
century): an analytical table of contents”, Archives Internationales d’Histoire des
Sciences 53 (2003), pp. 19-34; Y. Guergour, La géométrie euclidienne chez al-
Mu,taman Ibn Hud (m. 1085): contribution à l’étude de la tradition géométrique
arabe en al-Andaus et au Maghreb, T.D. Université d’Annaba, 2006; A. Bouzari,
La géométrie des coniques dans la tradition de l’Occident musulman à travers le
Kitab al-istikmal d’al-Mu,taman (m. 1085), T.D. Université de Lille 1, 2008; BA,
6, 601-4, nº 1574/1.
- Ms. Cairo, Dar Riyada, 40 mim, 1b-37b.
- Ms. Copenhague, Royal Library, Or. 82.
- Ms. Leiden, Or. 123/1.
- Ms. Zahiriyya = Maktabat al-Asad, 5648, 223b-227a.
l’Histoire des Mathématiques arabes (Alger, 1-3 décembre 1986), Alger, 1988,
pp. 53-66; A. Djebbar, “Deux mathématiciens peu connus de l’Espagne du XIe
siècle: al-Mu,taman et Ibn Sayyid”, en M. Folkerts y J. P. Hogendijk, Vestigia
matemática. Studies in medieval and early modern mathematics in honour of H.
L. L. Busard, Amsterdam-Atlanta GA: Rodopi, 1993, pp. 79-91; J. Hogendijk,
“Al-Mu,taman ibn Hud, 11th century King of Saragossa and Brilliant
Mathematician”, Historia Mathematica 22 (1995), pp. 1-18; R. Rashed, Les
mathématiques infinitésimales du IXe au XIe siècle, vol. I, London: al-Furqan
Islamic Heritage Foundation, 1996, pp. 975-1027; “al-Mu,taman, Yusuf”, BA, 6,
601-4, nº 1574 [A. Djebbar] [Trad. del francés Pamela D. H. Wauters].
Obras:
59.1. K. al-istikmal.
NT, I, 441; HAB, II, 551; Zirikli, VIII, 214; MK, XIII, 272; J. Hogendijk,
“Discovery of an 11th century geometrical compilation: the Istikmal of Yusuf al-
Mu,taman ibn Hud King of Saragossa”, Historia Mathematica 13 (1986), pp. 43-
56; J. P. Hogendijk, “The geometrical part of the Istikmal of Yusuf al-Mu,taman
Ibn Hud (eleventh century). An analytical table of contents”, Archives
Internationales d’Histoire des Sciences 41 (1991), pp. 207-81; J. P. Hogendijk,
“Four constructions of two proportionals between two given lines in the Book of
Perfection (Istikmal) of al-Mu,taman Ibn Hud”, JHAS 10/1-2 (1992-3), pp. 13-29;
A. Djebbar, “La rédaction de l,Istikmal d,al-Mu,taman (XIe siècle) par Ibn Sartaq,
un mathematicien des XIIIe-XIVe siècles”, Historia Mathematica 24/2 (1997),
pp. 185-92; D.A. King, “Some remarks on Islamic scientific manuscripts and
instruments, and past, present, and future research”, The significance of Islamic
manuscripts. Proceedings of the Inaugural conference of al-Furqan Islamic
Heritage Foundation 1991, ed. J. Cooper, London: Al-Furqan Islamic Heritage
Foundation, 1992, p. 129; J. P. Hogendijk, “Which version of Menelaus’ Spherics
was used by al-Mu,taman ibn Hud in his Istikmal?”, en M. Folkerts (ed.), Actes
du Colloque International Mathematische Probleme im Mittelalter der
lateinische und Sprachbereich (Wölfenbüttel, 18-22 junio 1990), Wiesbaden,
1996, pp. 17-44; A. Djebbar, “Les livres arithmétiques des Eléments d’Euclide
dans une rédaction du XIe siècle: le Kitab al-istikmal d’al-Mu,taman (m. 1085)”,
Lull 22, nº 45 (1999), pp. 589-653; J.P. Hogendijk, “al-Mu,taman simplified
lemmas for solving ‘Alhazen,s problem,”, From Baghdad to Barcelona, I, pp. 59-
102; J. P. Hogendijk, “The lost geometrical parts of the Istikmal of Yusuf al-
th
Mu,taman Ibn Hud (eleventh century) in the redaction of Ibn Sartaq (14
century): an analytical table of contents”, Archives Internationales d’Histoire des
Sciences 53 (2003), pp. 19-34; Y. Guergour, La géométrie euclidienne chez al-
Mu,taman Ibn Hud (m. 1085): contribution à l’étude de la tradition géométrique
arabe en al-Andaus et au Maghreb, T.D. Université d’Annaba, 2006; A. Bouzari,
La géométrie des coniques dans la tradition de l’Occident musulman à travers le
Kitab al-istikmal d’al-Mu,taman (m. 1085), T.D. Université de Lille 1, 2008; BA,
6, 601-4, nº 1574/1.
- Ms. Cairo, Dar Riyada, 40 mim, 1b-37b.
- Ms. Copenhague, Royal Library, Or. 82.
- Ms. Leiden, Or. 123/1.
- Ms. Zahiriyya = Maktabat al-Asad, 5648, 223b-227a.
