Browse 2976 secondary literature items.
Reference
Suter, Heinrich. 1916. “Über Die Ausmessung Der Parabel Von Thābit B. Kurra Al-Harrānī”. Sitzungsberichte Der Physikalisch-Medizinischen Societiit in Erlangen 48: 65-86.
Rozenfeld, Boris, and et al, eds. 1984. Matematicheskie Traktati. Nauchnoye Nasledstvo. Vol. 8. Moscow.
Suter, Heinrich. “Die Abhandlungen Thābit Ben Ḳurras Und Abū Sahl Al-Kūhīs über Die Ausmessung Der Paraboloide”. Sitzungsberichte Der Physikalisch-Medizinischen Sozietät in Erlangen 48-49: 186-227.
Sayılı, Aydın. 1958. “Sâbit İbn Kurra’nın Pitagor Teoremini Tamimi”. Belleten 22.
al-Daffaʿ, ʿAli. 1977. “Thābit Ibn Qurra’s Extension of the Pythagorean Theorem”. In Proceedings of The First International Symposium For The History of Arabic Science: University Of Aleppo April 5-12, 1976., 145-53.
al-Daffaʿ, ʿAli. 1977. “Thābit Ibn Qurra’s Extension of the Pythagorean Theorem”. In Proceedings of the First International Symposium for the History of Arabic Science: University of Aleppo April 5-12, 1976, 1:145-53. Aleppo: Institute for the History of Arabic Science, University of Aleppo.
Shaw, Stanford, ed. 1962. Ottoman Egypt in the Eighteenth Century: The Nizâmnâme-I Misir of Cezzâr Ahmed Pasha. Cambridge, MA: Center for Middle Eastern Studies of Harvard University.
Kut, Günay, and Nimet Bayraktar. 1984. Yazma Eserlerde Vakıf Mühürleri. Ankara: Kültür ve Turizm Bakanlığı.
al-Maqqarī Aḥmad. 1949. Nafḥ Al-ṭīb Min ġuṣn Al-Andalus Al-raṭīb: Wa-Dhikr wazīrihā Lisān Al-Dīn Ibn Al-Khaṭīb. Ed. al-Ḥamīd Muḥammad. 10 vol. Al-Qāhiraẗ: al-Maktabaẗ al-Tijārīyaẗ al-Kubrā.
Varisco, Daniel. 1989. “The Anwāʾ Stars According to Abū Isḥāq Al-Zajjāj”. Zeitschrift für Geschichte Der Arabisch-Islamischen Wissenschaften 5: 145-66.
Ibn al-ʻIdhārī Muḥammad. Histoire De l’Afrique Et De l’Espagne Et Fragments De La Chronique d’Aríb.. Ed. Reinhart Dozy. 2 vol. Leyde: E.J. Brill.
Hartner, Willy. 1960. “Abū Kāmil”. In Encyclopaedia 0f Islam, New Edition, 2nd ed, 1:132-33. Leiden: E.J. Brill.
Levey, Martin. 1970. “Abū Kāmil”. In Dictionary of Scientific Biography, 1:30-32. New York: Charles Scribner’s Sons.
Levey, Martin, and Pincus Schub. 1968. “Book on Indeterminate Problems of Abū Kāmil”. Centaurus, no. 13: 91-94.
Levey, Martin, and Pincus Schub. 1970. “Indeterminate Problems of Abū Kāmil”. Accademia Nazionale Dei Lincei, Classe Di Scienze Fisiche, Matematiche E Naturali 8 (10/1-2): 21-96.
Sesiano, Jacques. 1997. “Abū Kāmil”. In Encyclopaedia of the History of Science, Technology, and Medicine In Non-Western Cultures, 4-5. Dordrecht; Boston: Kluwer Academic.
Yadegari, Mohammed. 1978. “The Use of Mathematical Induction by Abū Kāmil Shujāʿ Ibn Aslam (850-930)”. Isis 69 (2): 259–262.
ibn Aslam, Abū. 1986. The Book of Algebra: Kitāb Al-Jabr wa’l-muqābala. Ed. Fuat Sezgin. Trans. Jan Hogendijk. Frankfurt am Main: Institut für Geschichte der Arabisch-Islamischen Wissenschaften.
Weinberg, Josef. 1935. Die Algebra Des Abū Kāmil Šogā’ Ben Aslam. Munich.
Chalhoub, Sami. 1997. “Algebraische Methoden für Die Lösungen Von Geometrischen Aufgaben Bei Abu Kamil Suga Obn Aslam Al-Hasib”. In Actes Du Congrès International D’histoire Des Sciences XX, 33. Liège.
Karpinski, Louis. 1912. “The Algebra of Abu Kamil Shojá, Ben Aslam”. Bibliotheca Mathematica 12 (3): 40-55.
Karpinski, Louis. 1914. “The Algebra of Abu Kamil”. The American Mathematical Monthly 21 (2): 37-48.
Levey, Martin. 1970. “Transmission of Indeterminate Equations As Seen in an Istanbul Manuscript of Abū Kāmil”. Japanese Studies in the History of Science, no. 9: 17-25.
Sesiano, Jacques. 1993. “La Version Latine médiévale De l’Algèbre d’Abū Kāmil”. In Vestigia Mathematica : Studies in Medieval and Early Modern Mathematics in Honour of H.L.L. Busard, eds. Menso Folkerts and Jan Hogendijk, 313-452. Amsterdam ; Atlanta, GA: Rodopi.
Sacerdote, G. 1896. “Il Trattato Del Pentagono E Del Decagono Di Abu Kamil Shogia Ben Aslam Ben Muhammed Per La Prima Volta Pubblicato in Italiano”. In Festschrift Zum 80. Geburtstage M. Steinschneiders, 168-94. Leipzig.
Lorch, Richard. 1993. “Abū Kāmil on the Pentagon and Decagon”. In Vestigia Mathematica, Studies In Medieval And Early Modern Mathematics In Honour of H. L. L. Busard, 215-52. Amsterdam ; Atlanta, GA: Rodopi.
Sesiano, Jacques. 1996. “Le Kitāb Al-Misāha d’Abū Kāmil”. Centaurus 38 (1): 1-21.
Suter, Heinrich. “Zur Trigonometrie Der Araber”. Bibliotheca Mathematica 3 (10): 156-60.
Sayılı, Aydın. 1960. “Thābit Ibn Qurra’s Generalization of the Pythagorean Theorem”. Isis 51 (1): 35-37.
Scriba, Christoph. 1966. “ John Wallis’ Treatise of Angular Sections and Thābit Ibn Qurra’s Generalization of the Pythagorean Theorem”. Isis 57 (1): 56-66.