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Reviel Netz [31]R. Netz [3]Roland R. Netz [1]
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Reviel Netz
Stanford University
  1.  6
    The Shaping of Deduction in Greek Mathematics: A Study in Cognitive History.Reviel Netz - 2005 - Studia Logica 80 (1):143-147.
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  2.  21
    Linguistic Formulae as Cognitive Tools.Reviel Netz - 1999 - Pragmatics and Cognitionpragmatics and Cognition 7 (1):147-176.
    Ancient Greek mathematics developed the original feature of being deductive mathematics. This article attempts to give a explanation f or this achievement. The focus is on the use of a fixed system of linguistic formulae in Greek mathematical texts. It is shown that the structure of this system was especially adapted for the easy computation of operations of substitution on such formulae, that is, of replacing one element in a fixed formula by another, and it is further argued that such (...)
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  3. Greek Mathematical Diagrams: Their Use and Their Meaning’.R. Netz - 1998 - For the Learning of Mathematics 18:33-39.
  4.  13
    Introduction: The History of Early Mathematics – Ways of Re-Writing.Reviel Netz - 2003 - Science in Context 16 (3).
  5. Ludic Proof: Greek Mathematics and the Alexandrian Aesthetic.Reviel Netz - 2009 - Cambridge University Press.
    This book represents a new departure in science studies: an analysis of a scientific style of writing, situating it within the context of the contemporary style of literature. Its philosophical significance is that it provides a novel way of making sense of the notion of a scientific style. For the first time, the Hellenistic mathematical corpus - one of the most substantial extant for the period - is placed centre-stage in the discussion of Hellenistic culture as a whole. Professor Netz (...)
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  6.  29
    The Goal of Archimedes' Sand Reckoner.Reviel Netz - 2003 - Apeiron 36 (4):251-290.
  7.  3
    Eudemus of Rhodes, Hippocrates of Chios and the Earliest Form of a Greek Mathematical Text.Reviel Netz - 2004 - Centaurus 46 (4):243-286.
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  8.  14
    Counter Culture: Towards a History of Greek Numeracy.Reviel Netz - 2002 - History of Science 40 (3):321-352.
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  9.  9
    Nothing to Do with Apollonius?Reviel Netz - 2017 - Philologus: Zeitschrift für Antike Literatur Und Ihre Rezeption 161 (1):47-76.
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  10.  20
    Quantum Computing Since Democritus.R. Netz - 2014 - Common Knowledge 20 (3):490-491.
  11.  3
    The Bibliosphere of Ancient Science.Reviel Netz - 2011 - NTM Zeitschrift für Geschichte der Wissenschaften, Technik und Medizin 19 (3):239-269.
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  12.  18
    The Fifth Hammer: Pythagoras and the Disharmony of the World.Reviel Netz - 2013 - Common Knowledge 19 (1):138-139.
  13.  10
    Leonid Zhmud. Pythagoras and the Early Pythagoreans. Translated by Kevin Windle and Rosh Ireland. Xxiv + 491 Pp., Index, Bibl., Indexes. Oxford: Oxford University Press, 2012. $185. [REVIEW]Reviel Netz - 2013 - Isis 104 (3):606-607.
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  14.  15
    The Artist and the Mathematician: The Story of Nicolas Bourbaki, the Genius Mathematician Who Never Existed.Reviel Netz - 2010 - Common Knowledge 16 (2):287-287.
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  15.  13
    Duel at Dawn: Heroes, Martyrs, and the Rise of Modern Mathematics.Reviel Netz - 2011 - Common Knowledge 17 (3):533-533.
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  16.  27
    Proclus' Division of the Mathematical Proposition Into Parts: How and Why Was It Formulated?Reviel Netz - 1999 - Classical Quarterly 49 (01):282-303.
    There are a number of ways in which Greek mathematics can be seen to be radically original. First, at the level of mathematical contents: many objects and results were first discovered by Greek mathematicians . Second, Greek mathematics was original at the level of logical form: it is arguable that no form of mathematics was ever axiomatic independently of the influence of Greek mathematics. Finally, third, Greek mathematics was original at the level of form, of presentation: Greek mathematics is written (...)
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  17.  22
    EUCLID'S DATA C. M. Taisbak: ΔEΔOMENA. Euclid's Data, or The Importance of Being Given. The Greek Text Translated and Explained . (Acta Historica Scientiarum Naturalium Et Medicinalium 45.) Pp. 271, Ills. Copenhagen: Museum Tusculanum Press, University of Copenhagen, 2003. Cased, DKr 335/£30/US$42/€48. ISBN: 87-7289-815-. [REVIEW]Reviel Netz - 2004 - The Classical Review 54 (02):337-.
  18.  19
    Synthesizing Aristotelian Science Z. Bechler: Aristotle's Theory of Actuality (SUNY Series in Ancient Greek Philosophy). Pp. 270. New York: State University Press, 1995. ISBN: 0-7914-2240-2. D. Bolotin: An Approach to Aristotle's Physics. With Particular Attention to the Role of His Manner of Writing (SUNY Series in Ancient Greek Philosophy). Pp. 156. New York: State University Press, 1998. Paper, £14.95. ISBN: 0-7914-3552-0. P. H. Byrne: Analysis and Science in Aristotle (SUNY Series in Ancient Greek Philosophy). Pp. Xxii + 303. New York: State University Press, 1997. ISBN: 0-7914-3322-. [REVIEW]Reviel Netz - 1999 - The Classical Review 49 (01):117-.
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  19.  5
    Proclus’ Division of the Mathematical Proposition Into Parts: How and Why Was It Formulated?1.Reviel Netz - 1999 - Classical Quarterly 49 (1):282-303.
    There are a number of ways in which Greek mathematics can be seen to be radically original. First, at the level of mathematical contents: many objects and results were first discovered by Greek mathematicians. Second, Greek mathematics was original at the level of logical form: it is arguable that no form of mathematics was ever axiomatic independently of the influence of Greek mathematics. Finally, third, Greek mathematics was original at the level of form, of presentation: Greek mathematics is written in (...)
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  20.  2
    The Bibliosphere of Ancient Science Die Bibliosphäre der Antiken Wissenschaft.Reviel Netz - 2011 - NTM Zeitschrift für Geschichte der Wissenschaften, Technik und Medizin 19 (3):239-269.
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  21.  7
    Pythagoras and the Early Pythagoreans. [REVIEW]Reviel Netz - 2013 - Isis: A Journal of the History of Science 104 (3):606-607.
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  22.  8
    Insight by Oversight.Reviel Netz - 2000 - Apeiron 33 (2):171 - 179.
  23.  6
    Early Science: A Universal History of Particulars.Reviel Netz & Serafina Cuomo - 2005 - Science in Context 18 (1):1-6.
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  24.  11
    Plato's Mathematical Construction.R. Netz - 2003 - Classical Quarterly 53 (2):500-509.
  25.  3
    Synthesizing Aristotelian Science. [REVIEW]Reviel Netz - 1999 - The Classical Review 49 (1):117-120.
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  26.  1
    Impact of Loop Statistics on the Thermodynamics of RNA Folding.Thomas R. Einert, Paul M. Näger, Henri Orland & Roland R. Netz - 2008 - Physical Review Letters 101 (4):048103.
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  27.  2
    Plato’s Mathematical Construction.Reviel Netz - 2003 - Classical Quarterly 53 (2):500-509.
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  28.  2
    Euclid’s Data. [REVIEW]Reviel Netz - 2004 - The Classical Review 54 (2):337-338.
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  29.  2
    First Page Preview.Reviel Netz - 2005 - International Journal of Philosophical Studies 13 (1).
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  30. Did Plato Have a Philosophy of Science? A Discussion of Andrew Gregory, Plato's Philosophy of Science.Reviel Netz - 2002 - In David Sedley (ed.), Oxford Studies in Ancient Philosophy Volume Xxiii: Winter 2002. Oxford University Press.
  31. Did Plato Have a Philosophy of Science? A Discussion of Andrew Gregory, Plato's Philosophy of Science.Reviel Netz - 2002 - Oxford Studies in Ancient Philosophy 23:247-263.
     
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  32. Scale, Space and Canon in Ancient Literary Culture.Reviel Netz - 2019 - Cambridge University Press.
    Greek culture matters because its unique pluralistic debate shaped modern discourses. This ground-breaking book explains this feature by retelling the history of ancient literary culture through the lenses of canon, space and scale. It proceeds from the invention of the performative 'author' in the archaic symposium through the 'polis of letters' enabled by Athenian democracy and into the Hellenistic era, where one's space mattered and culture became bifurcated between Athens and Alexandria. This duality was reconfigured into an eclectic variety consumed (...)
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  33. The Transformation of Mathematics in the Early Mediterranean World: From Problems to Equations.Reviel Netz - 2011 - Cambridge University Press.
    The transformation of mathematics from ancient Greece to the medieval Arab-speaking world is here approached by focusing on a single problem proposed by Archimedes and the many solutions offered. In this trajectory Reviel Netz follows the change in the task from solving a geometrical problem to its expression as an equation, still formulated geometrically, and then on to an algebraic problem, now handled by procedures that are more like rules of manipulation. From a practice of mathematics based on the localized (...)
     
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  34. The Works of Archimedes: Volume 1, the Two Books on the Sphere and the Cylinder: Translation and Commentary.Reviel Netz (ed.) - 2010 - Cambridge University Press.
    Archimedes was the greatest scientist of antiquity and one of the greatest of all time. This book is Volume I of the first authoritative translation of his works into English. It is also the first publication of a major ancient Greek mathematician to include a critical edition of the diagrams and the first translation into English of Eutocius' ancient commentary on Archimedes. Furthermore, it is the first work to offer recent evidence based on the Archimedes Palimpsest, the major source for (...)
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  35. Were There Epicurean Mathematicians.Reviel Netz - 2015 - Oxford Studies in Ancient Philosophy 49:283-319.