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What is the Content of This Book? A Plea for Developing History of Science and History of Text Conjointly

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Book cover History of Science, History of Text

Part of the book series: Boston Studies in the Philosophy of Science ((BSPS,volume 238))

Abstract

Based on two examples (one taken from thirteenth-century China and the other from eighteenth-century Europe), this paper discusses why various forms of collaboration between history of science and history of text might prove profitable. Texts are not a historical, transparent forms conveying meanings whose history we would write. Scientific texts as such appear to have taken various forms within space and time, designed as they were through an interaction with local conditions of text production of all kinds. Elaborating a description of these various forms of texts would provide methodological tools to read them, since they can by no means be read without the mediation of a method. Here, the achievements of a history of text would benefit history of science in that it would provide a better grasp of the textual contexts for the production of scientific writing, and it would give a better awareness of the various ways in which texts were meant to mean. On the other hand, the history of scientific text could become a systematic concern in history of science as such: scientists design their texts at the same time as they design concepts and results. This represents a constitutive part of their activity, and the study of the production of texts would bring materials to understand how scientists benefit from the cultural and textual contexts within which they work. It would give us a grasp of how they construct the symbolic tools with which they perform their activities and communicate their results, which in the end are texts. In all these respects, a history of scientific text could then become a specific domain of the history of text.

This paper was written for the workshop “History of science, History of text”, during my stay at the Wissenschaftskolleg, in Berlin. I gratefully acknowledge the help of the Wissenschaftskolleg, the Otto und Martha Fischbeck Stiftung and the Einstein Forum. It is a pleasure to thank all my colleagues at the Wissenschaftskolleg during this year for the interest they expressed in this project and for the help they gave me in defining it. I am glad to take this opportunity to thank my colleagues Huang Yilong, who helped me to prepare this text, and Fu Daiwie, who invited me to publish it, in a different shape in Philosophy and the History of Science, a Taiwanese journal. I owe many thanks to the publisher and the editors of the journal for allowing me to reproduce it in this volume. I am grateful to Chris Fraser and Jeremy Gray for their revision of the English. Needless to say, I am responsible for all the remaining mistakes. The reader can find in (Chemla 1995a) other arguments to support the thesis defended here.

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References

  • Chemla, K. 1982. “Etude du livre Reflets des mesures du cercle sur la mer de Li Ye.” Ph. Diss. in mathematics, University Paris XIII, 12-10-82.

    Google Scholar 

  • Chemla, K. 1985. “Equations with General Coefficients in the Ce Yuan Hai Jing.” Cahiers du séminaire de Rennes “Science, Technique, Société,” Publications de l’Institut de Recherche Mathématique de Rennes, Fascicule II: Science, Histoire, Société: 23–30.

    Google Scholar 

  • Chemla, K. 1988. “La pertinence du concept de classification pour l’analyse de textes mathématiques chinois.” Extrême-Orient, Extrême-Occident 10: 61–87.

    Google Scholar 

  • Chemla, K. 1989. “The Background to Gergonne’s Treatment to Duality: Spherical Trigonometry in the Late eighteenth Century.” In The History of Modern Mathematics, edited by D. Rowe and J. McCleary, 331–359. San Diego: Academic Press, vol. I.

    Google Scholar 

  • Chemla, K. 1990. “Du parallélisme entre énoncés mathématiques; analyse d’un formulaire rédigé en Chine au 13o siècle.” Revue d’histoire des sciences XLIII/1: 57–80.

    Google Scholar 

  • Chemla, K. 1993a. “Li Ye Ceyuan hai jing de jiegouji qi dui shuxue zhishi de biaoshi.” Shuxueshi wenji 5: 123–142.

    Google Scholar 

  • Chemla, K. 1993b. “Cas d’adéquation entre noms et réalités mathématiques. Quelques exemples tirés de textes chinois anciens.” Extrême-Orient, Extrime-Occident 15: 102–137.

    Google Scholar 

  • Chemla, K. 1994a. “De la signification mathématique de marqueurs de couleurs dans le commentaire de Liu Hui.” In Mélanges en hommage à Alexis Rygaloff, edited by Alain Peyraube, Irène Tamba & Alain Lucas. Cahiers de Linguistique—Asie Orientale 23: 61–76.

    Google Scholar 

  • Chemla, K. 1994b. “Le rôle joué par la sphère dans la maturation de l’idée de dualité au début du XIXo siècle. Les articles de Gergonne entre 1811 et 1827.” Actes de la Quatrième Université d’Eté d’histoire des mathématiques, 57–72. Lille: Irem de Lille.

    Google Scholar 

  • Chemla, K. 1995a. “Histoire des sciences, histoire du texte.” Enquête 1: 167–80.

    Google Scholar 

  • Chemla, K. 1995b. “Algebraic Equations East and West until the Middle Ages.” In East Asian Science: Tradition and Beyond: Papers from the Seventh International Conference on the History of Science in East Asia, Kyoto, 2–7 August 1993, edited by K. Hashimoto, C. Jami, L. Skar, 83–9. Osaka: Kansai University Press.

    Google Scholar 

  • Chemla, K. 2004. “Euler’s Work in Spherical Trigonometry: Contributions and Applications.” In Opera Omnia, Third series, volume 10, Über Magnetismus, Elektrizität, und Wärme, CXXV–CLXXXVII. Basel: Birkhäuser.

    Google Scholar 

  • Chemla, K., Martin E & Pigeot, J. (eds.) 1995. Le travail de la citation en Chine et au Japon, Extrême-Orient, Extrême-Occident 17. Saint-Denis: Presses Universitaires de Vincennes.

    Google Scholar 

  • Chemla, K., Morelon, R. & Allard, A. 1986. “La tradition arabe de Diophante d’Alexandrie.” L’Antiquité Classique LV: 351–375.

    Google Scholar 

  • Chemla, K. & Pahaut, S. 1988. “Préhistoires de la dualité: explorations algébriques en trigonométrie sphérique (1753–1825).” In Sciences à l’époque de la Révolution Française, edited by R. Rashed, 148–200 + 1 planche. Paris: Librairie Scientifique et Technique Albert Blanchard.

    Google Scholar 

  • Euler, Leonhard 1750. “Elementa doctrinae solidorum.” Novi commentarii academiae scientiarum Petropolitanae 4, (1752/3), 1758: 109–40. In Opera Omnia, vol. XXVI of the first series, edited by A. Speiser, 71–93. Lausanne, MCMLIII.

    Google Scholar 

  • Euler, L. 1753. “Principes de la trigonométrie sphérique tirés de la méthode des plus grands et des plus petits.” Mémoires de L’Académie des Sciences de Berlin 9, (1753), 1755: 223–257. In Opera Omnia, vol. XXVII of the first series, edited by A. Speiser, 277–308. Lausanne, MCMLIV.

    Google Scholar 

  • Euler, L. 1781. “Trigonometria sphaerica universa ex primis principiis breviter et dilucide derivata.” Acta Academiae Scientiarum Imperialis Petropolitanae 3, I (1779), 1782: 72–86. In Opera Omnia, vol. XXVI of the first series, edited by A. Speiser, 224–236. Lausanne, MCMLIII.

    Google Scholar 

  • Gergonne, J.D. 1826. “Considérations philosophiques sur les élémens de la science de l’étendue.” Annales de Mathématiques Pures et Appliquées XVI, (1826): 209–231.

    Google Scholar 

  • Jullien, François (ed.) 1989. Parallélisme et appariement des choses, Extrême-Orient, Extrême-Occident, 11. Saint-Denis: Presses Universitaires de Vincennes.

    Google Scholar 

  • Li Ye 1248. Ceyuan haijing (Sea-mirror of the circle measurements), quoted according to the edition of the Tongwenguan, 1876.

    Google Scholar 

  • Martin, E 1989. “Les vers couplés de la poésie chinoise classique,” Extrême-Orient, Extrême-Occident 11: 81–98.

    Google Scholar 

  • Mei Rongzhao 1966. “Li Ye ji qi shuxue zhuzuo.” In Song Yuan shuxueshi lunwenji, edited by Qian Baocong et al., 104–148. Beijing: Kexue chubanshe.

    Google Scholar 

  • Qian Baocong 1963. Suanjing shishu (The Ten Classics in Mathematics), 2 volumes. Beijing: Zhonghua Shuju.

    Google Scholar 

  • Rashed, Roshdi 1984. Diophante. Les Arithmétiques (Volume III: Book IV; Volume IV: Books V, VI, VII). Paris: Les Belles Lettres.

    Google Scholar 

  • Schrimpf, Robert 1963. “La collection mathématique “Souan King Che Chou,” Contribution à l’histoire des mathématiques chinoises des origines au VIIe siècle de notre ère.” Ph. D. diss., Université de Rennes.

    Google Scholar 

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Chemla, K. (2004). What is the Content of This Book? A Plea for Developing History of Science and History of Text Conjointly. In: Chemla, K. (eds) History of Science, History of Text. Boston Studies in the Philosophy of Science, vol 238. Springer, Dordrecht. https://doi.org/10.1007/1-4020-2321-9_10

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