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Allard, André: 1996, “The Influence of Arabic Mathematics in the Medieval West” in Rashed (ed.), 1996, Vol II, pp. 539–580.Google Scholar
Allard, André: 1997, “L’ influence des mathématiques arabes dans l’occident médiéval, in Rashed (1997), vol. II, pp. 199–229.Google Scholar
Alten, Heinz-Wilhelm, Naini, Alireza Djafari, Folkerts, Menso, Schlosser, Hartmut, Schlote, Karl-Heinz, Wussing, Hans: 2003, 4000 Jahre Algebra. Geschichte, Kulturen, Menschen. Springer, Heidelberg.Google Scholar
Boncompagni, Baldassare: 1850–1, “Della vita e delle opere di Gherardo Cremonese traduttore del secolo XII. E di Gherardo da Sabbioneta astronomo del secolo 13”, Tip. delle Belle Arti, Rome.Google Scholar
Boncompagni, Baldassare: 1857, Trattati d’arithmetica, Part II: Ioannis Hispalensis Liber algorismi de practica arismetrice, Typografia delle scienze Fissiche e Matematiche, Rome.Google Scholar
Boncompagni, Baldassarre: 1857, 1862, Scritti di Leonardo Pisano, matematico del secolo decimoterzo(2 vols.), Vol I.: Liber Abbaci di Leonardo Pisano. Vol II.: Leonardi Pisani Practica geometriae ed opuscoli. Tipografia delle Scienze Matematiche e Fisiche, Rome.Google Scholar
Burnett, Charles: 2002, “John of Seville and John of Spain: A mise au point”. Bulletin de philosophie médiévale, 44, 59–78.Google Scholar
Busard, Hubertus Lambertus Ludovicus: 1968, “L’algèbre au Moyen Âge: Le « Liber mensurationum » d’Abû Bekr”, Journal des Savants, Avril–Juin, 65–125.Google Scholar
Cantor, Moritz: 1880–1908, Vorlesungen über Geschichte der Mathematik, Bd. I., ‘Von den ¨ltesten Zeiten bis zum Jahre 1200 n. Chr.’, third ed. (1907), Teubner, Leipzig.Google Scholar
Carra de Vaux Saint-Cyr, Bruno: 1897, ‘Sur le sens exact du mot ,,al-jabr“‘, Bibliotheca Mathematica, F. 2, 11, 1–2.Google Scholar
Chasles, Michel: 1841, “Histoire de l’Algèbre”, Comptes rendus hebdomadaires des séances de l’Académie des sciences, 13, part I, “Sur l’époque oú l’Algèbre a été introduite en Europe”, 497–542, part II, “Sur les expressions res et census. Et sur le nom de la science, Algebra et Almuchabala”, 13, 567ff, 601ff.Google Scholar
Cifoletti, Giovanna: 1993, Mathematics and rhetoric: Peletier and Gosselin and the making of the French algebraic tradition. PhD, Princeton University 0181, Dissertation Abstracts International, 53, 4061–A.Google Scholar
Colebrooke, Henry Thomas: 1817, Algebra with Arithmetic and Mensuration from the Sanscrit of Brahmegupta and Bháscara. John Murray, London (reprint by Sandig Reprint Verlag Vaduz, Lichtenstein, 2001).Google Scholar
Cossali, Pietro: 1797–9, Origine, trasporto in Italia, primi progressi in essa dell’algebra. Storia critica di nuove disquisizioni analitiche e metafisiche arricchita (2 vols.), Parmense.Google Scholar
Flügel, Gustav (ed.): 1835–1858, Lexicon bibliographicum et encyclopaedicum a Mustafa ben Abdallah Katib Jelebi dicto et nomine Haji Khalfa celebrato compositum. Ad codicum vindobonensium, parisiensium et berolinensium fidem primum edidit, latine vertit et commentario indicibusque instruxit Gustavus Fluegel, Leipzig.Google Scholar
Franci, Rafaella (ed.): 2001, Maestro Dardi (sec. XIV) Aliabraa argibra. Dal manoscritto I. VII. 17 della Biblioteca Comunale di Siena, Quaderni del Centro Studi della Matematica Medioevale, 26, Università degli Studi di Siena, Siena.Google Scholar
Franci, Raffaella: 2003, “Una traduzione in volgare dell’al-jabr di al-Khwarizmi (MS. Urb. Lat. 291 Biblioteca Apostolica Vaticana)” in R. Franci, P. Pagli, A. Simi (eds.), Il Sogno di Galois: Scritti di storia della matematica dedicati a Laura Toti Rigatelli per il suo 60? compleanno. Centro Studio della Matematica Medioevale, Università di Siena, Siena, pp. 19–49.Google Scholar
Franci, Rafaella and Marisa Pancanti (eds.)::1988, Anonimo (sec. XIV). Il Trattato d’algibra dal manoscritto Fond. Princ. II.V.152 della Bibliotheca Nazionale di Firenze, Quaderni del Centro Studi della Matematica Medioevale, 18, Università di Siena, Siena.Google Scholar
Freytag, Georg Wilhelm: 1830, Georgii Wilhelmi Freytagii lexicon arabico-latinum praesertim ex Djeuharii Firuzabadiique et aliorum arabum operibus adhibitis golii quoque et aliorum libris confectum (4 vols.) Schwetschke, Halis Saxonum.Google Scholar
Gandz, Solomon: 1926, “The Origin of the term “Algebra”, American Mathematical Monthly, 33, (9), 437–440.CrossRefGoogle Scholar
Gandz, Solomon: 1932, “The Mishnat ha Middot, the First Hebrew Geometry of about 150 C.E., and the Geometry of Muhammad ibn Musa al-Khowarizmi, the First Arabic Geometry <c. 820>, Representing the Arabic Version of the Mishnat ha Middot. A New Edition of the Hebrew and Arabic Texts with Introduction, Translation and Notes”, Quellen und Studien zur Geschichte der Mathematik, Astronomie und Physik, Abteilung A: Quellen 2.Google Scholar
Gandz, Solomon: 1937, “The Origin and Development of the Quadratic Equations in Babylonian, Greek, and Early Arabic Algebra”, Osiris, 3, 405–557.CrossRefGoogle Scholar
Hardy, Godfrey Harold: 1929, “Mathematical proof”, Mind, 38(4), 1–25.CrossRefGoogle Scholar
Hispalensis, Johannes (see Boncompagni, 1857)Google Scholar
Hissette, Roland: 1999, “Guillaume de Luna a-t-il traduit Abû KÂmil?”, in: G. Endress & J.A. Aertsen (eds.), Averroes and the Aristotelian Tradition, Brill, Leiden, 300–315.Google Scholar
Hissette, Roland: 2003, “L’al-Jabr d’al-KhwÂrizmî dans les MSS. Vat. Lat. 4606 et Vat. Urb. Lat. 291 et Guglielmo De Lunis”, Miscellanea Bibliothecae Apostolicae Vaticanae X. 137–158.Google Scholar
Hochheim, Adolph: 1878, Kafî fîl HisÂb (Genügendes über Arithmetik) des Abu Bekr Muhammed ben Alhusein Alkarkhi., (3 vols.) Louis Nebert, Halle.Google Scholar
Høyrup, Jens: 1986, “Al-Khw¯rizmī, Ibn Turk, and the Liber Mensurationum: on the Origins of Islamic Algebra”, Erdem2 (Ankara), 445–484.Google Scholar
Høyrup, Jens: 1990, “Algebra and Naive Geometry. An Investigation of Some Basic Aspects of Old Babylonian Mathematical Thought”, Altorientalische Forschungen, 17, 27–69, 277–369.Google Scholar
Høyrup, Jens: 1990a, “Sub-Scientific Mathematics. Observations on a Pre-Modern Phenomenon”, History of Science, 28, 63–86.Google Scholar
Høyrup, Jens: 1994, In Measure, Number, and Weight, Studies in the Mathematics and Culture, State University of New York Press, Albany.Google Scholar
Høyrup, Jens: 1996, “The formation of a myth: Greek mathematics-our mathematics” in J. Gray, C. Goldstein, and J. Ritter (eds.), L’Europe mathematique / Mathematical Europe, Editions de la Maison des Sciences de l’homme, Paris, pp. 103–122.Google Scholar
Høyrup, Jens: 1998, “A new art in ancient clothes. Itineraries chosen between scholasticism and baroque in order to make algebra appear legitimate, and their impact on the substance of the discipline”, Physis, 35 (1), 11–50.Google Scholar
Høyrup, Jens: 2000, “Jacobus de Florentia, Tractatus algorismi (1307), the chapter on algebra (Vat. Lat. 4826, fols 36v–45v)”, Centaurus, 42 (1), 21–69.CrossRefGoogle Scholar
Høyrup, Jens: 2002, Lengths, Widths, Surfaces: a Portrait of Old Babylonian Algebra and its Kin, Springer, Heidelberg.Google Scholar
Høyrup, Jens: 2006, “Jacopa da Firenze and the beginning of Italian vernacular algebra”, Historia Mathematica, 33 (1), 4–42.CrossRefGoogle Scholar
Hughes, Barnabas: 1982, “The Medieval Latin Translations of Al-Khw¯rizmī’s al-jabr”, Manuscripta, 26, 31–37.Google Scholar
Hughes, Barnabas: 1986, “Gerard of Cremona’s Translation of al-Khw¯rizmī’s al-Jabr: A Critical Edition”, Mediaeval Studies, 48, 211–263.Google Scholar
Hughes, Barnabas B.: 1989, Robert of Chester’s Latin Translation of of al-Khw¯rizmī’s al-Jabr, Steiner, Stuttgart.Google Scholar
Karpinski, Louis Charles: 1914, “The Algebra of Abu Kamil”, American Mathematical Monthly, 21(2), 37–48.Google Scholar
Karpinski, Louis Charles: 1915, Robert of Chester’s Latin Translation of the Algebra of Al-Khwarizmi, Macmillan Company, New York (Reprinted by University of Michigan Press, Ann Arbor, 1933).Google Scholar
Kaunzner, Wolfgang: 1986, “Die lateinische Algebra in MS Lyell 52 der Bodleian Library, Oxford, früher MS Admont 612” in G. Hamann (ed.), Aufs¨tze zur Geschichte der Naturwissenschaften und Geographie, Österreichische Akademie der Wissenschaften, Phil.-Hist. Klasse, Sitzungsberichte, Bd. 475, Vienna, pp. 47–89.Google Scholar
Kitcher, Philip: 1984, The Nature of Mathematical Knowledge, Oxford University Press, Oxford.Google Scholar
Kline, Morris: 1964, Mathematics in western western Culture, Oxford University Press, Oxford.Google Scholar
Lakatos, Imre: 1976, Proofs and Refutations, Cambridge University Press, Cambridge.Google Scholar
Levey, Martin: 1966, The algebra of Abu Kamil: Kitab,fi al-jabrwa al- muqabala in a commentary by Mordecai Finzi, The University of Wisconsin Press, Madison.Google Scholar
Libri, Guillaume: 1838, Histoire des sciences mathématiques en Italie,depuis la renaissance des lettres jusqu’à la fin du dix-septième siècle, Jules Renouard et Cie, Paris.Google Scholar
Mancosu, Paolo: 1996, Philosophy of Mathematics and Mathematical Practice in theSeventeenth Century, Oxford University Press, Oxford.Google Scholar
Miura, Nobuo: 1981, “The algebra in the ‘Liber abaci’ of Leonardo Pisano”, Historia Scientiarum, International Journal of the History of Science Society of Japan, 21, 57–65.Google Scholar
Montucla, Jean-Etienne: 1799–1802, Histoire des mathématiques dans laquelle on rend compte de leurs progrès depuis leur origine jusqu’à nos jours, 4 vols., Agasse, Paris.Google Scholar
Nesselmann, Georg Heinrich Ferdinand (1842) Versuch einer kritischen Geschichte der Algebra. Vol 1. Die Algebra der Griechen, Berlin, (Reprint by Minerva, Frankfurt, 1969).Google Scholar
Oaks, Jeffrey and Haitham Alkhateeb: 2005, “Mal, enunciations, and the prehistory of Arabic algebra”, Historia Mathematica, 32 (4), 400–425.CrossRefGoogle Scholar
Pieraccini Licia (ed.): 1983, Mr{ Biagio,} Chasi exenplari alla regola dell’algibra. Nella trascelta a cura di Maestro Benedetto. Dal Codice L. VI. 21 della Biblioteca Comunale di Siena. A cura e con introduzione di Licia Pieraccini, Quaderni del Centro Studi della Matematica Medioevale, 5, Servizio Editoriale dell’Università di Siena, Siena.Google Scholar
Puig, Luis: 1998, “Componentes de una historia del algebra. El texto de al-Khwarizmi restaurado” in Hitt (ed.), Investigaciones en Matematica Educativa II. Mexico, DF: Grupo Editorial Iberoamerica, pp.109–131 (revised version 2003).Google Scholar
Rodet, Léon: 1878, “L’Algèbre d’al-Kh¯rizmi et les méthodes Indienne et Grecque”, Journal Asiatique, Série 7, 11, 5–98.Google Scholar
Rosen, Frederic: 1831, The Algebra of Mohammed Ben Musa, The Oriental Translation Fund, London (Reprinted by Olms Verlag, 1986).Google Scholar
Ruska, Julius: 1917, “Zur ältesten arabischen Algebra”, Sitzungsberichte der Heidelberger Akademie der Wissenschaften, Philosophisch-historische Klasse, 8, 14–23.Google Scholar
Saliba, George A.: 1972, “The meaning of al-jabr∈ wa al-muq¯balah”, Centaurus, 17, 189–204.CrossRefGoogle Scholar
Sánchez Pérez, José A. (ed., trans.): 1916, Compendio de algebra de Abenbéder. Texto arabo, traduccion y estudio, Junta para Ampliación de Estudios e Investigaciones Científicas, 47, Centro de Estudios Históricos, Madrid.Google Scholar
Sayili, Aydin: 1985, Abdülhamîd Ibn Türk’ün katişik deklemlerde mantikîzaruretler adli yazisi ve zamanin cebrî, Türk Tarîh Kurumu Basimevî, Ankara.Google Scholar
Sesiano, Jacques: 1993, “La version latine médiévale de l’Algèbre d’Ab¯K¯mil” in Menso Folkerts and J. P. Hogendijk (eds.), 1993, Vestigia Mathematica: Studies in medieval and early modern mathematics in honour of H. L. L. Busard, Rodopi, Amsterdam, pp. 313–452.Google Scholar
Sigler, Laurence: 2002, Fibonacci’s Liber Abaci. A Translation into Modern English of Leonardo Pisano’s Book of Calculation, Springer, Heidelberg.Google Scholar
Simi, Annalisa (ed.): 1994, Anonimo (sec. XIV). Trattato dell’Alcibra Amuchabile (Dal Codice Ricc. 2263 della Biblioteca Riccardiana di Firenze), Quaderni del Centro Studi della Matematica Medioevale, 22, Università di Siena, Siena.Google Scholar
Smith, David Eugene: 1923, 1925, History of Mathematics, 2 vols., Ginn and company, Boston (Dover edition 1958, 2 vols.).Google Scholar
Tropfke, Johannes: 1933–4, “Zur Geschichte der quadratischen Gleichungen über dreieinhalb Jahrtausend”, (3 parts) Jahresbericht der Deutschen Mathematiker Vereinigung, 43, 98–107; 44, 26–47; 44, 95–119.Google Scholar
Toti Rigatelli, Laura: 1984, Dionigi Gori. Libro e trattato della Practicha d’Algibra dal Codice L.IV.22 della Biblioteca Comunale di Firenze, Quaderni del Centro Studi della Matematica Medioevale, 9, Università di Siena, Siena.Google Scholar
van der Waerden, Bachtel Leenert: 1985, A History of Algebra from al-Khw¯rizmī to Emmy Noether, Springer, Heidelberg.Google Scholar
van Egmond, Warren: 1983, “The Algebra of Master Dardi of Pisa”, Historia Mathematica, 10, 399–421.CrossRefGoogle Scholar
van Egmond, Warren: 1986, Della radice de’ numeri e metodo di trovarla (Trattatello di Algebra e Geometria) dal Codice Ital. 578 della Biblioteca Estense di Modena. Parte Prima, Quaderni del Centro Studi della Matematica Medioevale, 15, Università degli Studi di Siena, Siena.Google Scholar
Wallis, John: 1685, A Treatise of Algebra Both Theoretical and Practical,: Printed by John Playford for Richard Davis, London.Google Scholar
Wappler, Hermann Emil: 1899, “Zur Geschichte der deutschen Algebra”, Abhandlungen zur Geschichte der Mathematik, 9, 537–54.Google Scholar
Wittgenstein, Ludwig: 1974, Philosophical Grammar, Basil Blackwell, Oxford (1978, University of California press, Berkeley).Google Scholar
Weinberg, Josef: 1935, Die Algebra des Abu Kamil Soga’ ben Aslam, Salesianische Offizin. Diss. Univ. München.Google Scholar
Woepcke, Franz: 1853, Extrait du Fakhrī: Traité d’algèbre par Abo¯Bekr Mohammed Ben Alhaçen Alkarkhī (manuscrit 952, supplément Arabe de la Bibliothèque Impérial) Précédé d’un mémoire sur l’algèbre indéterminée ches les Arabes, L’imprimerie Impériale, Paris.Google Scholar
Woepcke, Franz: 1854, “Recherches sur l’histoire des sciences mathématiques chez les Orientaux d’après des traités inédits Arabes et Persans”, Article I: “Note sur des notations algébriques employées par les Arabes”, Comptes Rendus des Séances de l’Académie des Sciences, 39, 348–384.Google Scholar