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. [9] E uler , L. , Institutiones calculi differentialis, St. Petersburg, 1755, reprinted in Opera Omnia Series I vol 10 . English translation of Part I by John Blanton , Springer , NY

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. Sci. 83 720 – 730 10.1007/BF02439199 . (Russian) translation in. [2] Chamizo , F. Cristóbal , E

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. 1985 Deformations of Lie algebras Mat. Sbornik, USSR 127(169) 476 – 482 English translation, Math. USSR-Sb. , 55 (1986), 467–473. [10

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. [9] Dieudonné , J. 1970 Treatise on Analysis, Vol. II Pure and Applied Mathematics 10-II Academic Press New York Translated from the French by I. G. Macdonald

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function classes Math. USSR-Izv. 2 601 – 637 10.1070/IM1968v002n03ABEH000650 . translated from Izv. Akad. Nauk SSSR , 32 (1968), 649–686.

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additional names. 7 Once the lists of all publication names were compiled, they were translated into English (where necessary) using human experts and Google Translate. 8 The lists can be assumed to have variable reliability: we did not independently

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Katy Börner: Atlas of science: visualizing what we know

The MIT Press, Cambridge, MA/London, UK, 2010, US$20

Scientometrics
Author: Loet Leydesdorff

under study, which may lead to “incommensurabilities” among paradigms (Kuhn 1962 ) and therefore deep translation problems. These post-modernist insights are backgrounded in this book in favour of the grandiose vision of science as a human and cultural

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Los Altos, CA 165 – 176 . [36] Tarski , A. , Les fondements de la géométrie des corps , in: First Polish Mathematical Congress (Lwów, 1927 ). (English translation in: J. H. Woodger

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framework of international flow of information: new evidence with translation analysis Journal of the American Society for Information Science 48 80 – 87

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the uncertainty relation , Theor. Math. Phys. , 147 ( 2 ) ( 2006 ), 709 – 715 . Translation from Teor. Mat. Fiz., 147 (2) (2006), 315–322. [8] Ferreira , R. A. C

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