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István Bodnár

Biographic Data

ID5648925
NAMEIstván Bodnár
GIVEN NAMESIstván
FAMILY NAMEBodnár
SIGNATUREBODNÁR I
AFFILIATIONSEötvös Loránd University
ORCID0000-0003-4981-4198
VERIFIEDYes
TOTAL WORKS9
TOTAL CITATIONS0
WORKS AS AUTHOR7
WORKS AS EDITOR2
FIRST PUBLICATION YEAR1988
LATEST PUBLICATION YEAR2020
H-INDEX0
  • The Study of Natural Kinds in the Early Academy

    Open Access•István Bodnár•EDITOR•CHAPTER•Plato's Academy•2020

    A summary is not available for this content so a preview has been provided. Please use the Get access link above for information on how to access this content.

  • Eudemus of Rhodes

    William Fortenbaugh, István Bodnár et al.•EDITOR•BOOK•Eudemus of Rhodes•2018

  • The Problemata physica

    István Bodnár•CHAPTER•Aristotelian Problemata Physica•2015

  • O enopides of C hios

    Open Access•István Bodnár, István M Bodnár•CHAPTER•The Encyclopedia of Ancient History•2012

    Oenopides was an astronomer and mathematician (plus some testimony about physical theories), active in the second half of the fifth century BCE .

  • Science and Philosophy in the Academy

    István Bodnár, István M Bodnár•ARTICLE•Acta Antiqua Academiae…•2002

    The evidence for a philosophical project assignment for the mathematical sciences in the Academy can be traced back to the generation after Plato, and as such it is the result of philosophical reflection on the intellectual enterprise pursued at the Academy. This is then contrasted with the histories of the mathematical sciences compiled in Aristotle's school, which acknowledged the methodological and ontological independence of these disciplines

  • Atomic Independence and Indivisibility

    István Bodnár, István M Bodnár•CHAPTER•Oxford Studies in Ancient…•1998

    Aristotle on several occasions voices a two-pronged principle of the atomists, that no plurality may emerge from real unity and no unity from what is real plurality. Understandably, the first injunction has been studied far more extensively than the second. The impossibility of the emergence of a plurality from what is really a unit is a constitutive feature of those indivisible bits of being which, precisely on this account, can be called atomic…

  • Movers and elemental motions in aristotle

    István Bodnár, István M Bodnár•CHAPTER•Oxford Studies in Ancient…•1997

    is possible only if they are made of a material endowed with a nature for circular motion, whereas elsewhere—notably in the Physics and in the Metaphysics—he stresses that as any motion needs a mover, heavenly motions also will require a separate unmoved mover, ‘located’ outside them. The two suggestions may or may not be incompatible, but if someone wants to entertain the possibility that the ‘introduction of the transcendent mover ... was not a…

  • Alexander of Aphrodisias on Celestial Motions

    István Bodnár•ARTICLE•Phronesis•1997•References: 1

    Etude de la theorie des mouvements celestes developpee par Alexandre d'Aphrodise a partir de la notion de corps divin et de l'identification de la nature des spheres celestes avec leur âme. Examinant l'interrelation des mouvements celestes dans le «De caelo» de Simplicius, l'A. mesure la proximite de la theorie homocentrique d'Alexandre avec les principes aristoteliciens de la philosophie de la nature: celui d'un premier moteur immobile, d'une pa…

  • Anaximander's Rings

    Open Access•István Bodnár, István M Bodnár•ARTICLE•The Classical Quarterly•1988•References: 1

    Anaximander is the first philosopher whose theory of the heavens is preserved in broad outlines. According to the sources the celestial bodies are huge rings of compressed air around the earth, each visible only where it is perforated by a tubular vent through which the fire contained in it can shine. Greatest and farthest of them is the sun, next comes the moon and under them there is the ring (or possibly rings) of the stars. It is a common pra…

No prominent works on this page.

  • Anaximander's Rings

    Open Access•István Bodnár, István M Bodnár•ARTICLE•The Classical Quarterly•1988•References: 1

    Anaximander is the first philosopher whose theory of the heavens is preserved in broad outlines. According to the sources the celestial bodies are huge rings of compressed air around the earth, each visible only where it is perforated by a tubular vent through which the fire contained in it can shine. Greatest and farthest of them is the sun, next comes the moon and under them there is the ring (or possibly rings) of the stars. It is a common pra…

  • Movers and elemental motions in aristotle

    István Bodnár, István M Bodnár•CHAPTER•Oxford Studies in Ancient…•1997

    is possible only if they are made of a material endowed with a nature for circular motion, whereas elsewhere—notably in the Physics and in the Metaphysics—he stresses that as any motion needs a mover, heavenly motions also will require a separate unmoved mover, ‘located’ outside them. The two suggestions may or may not be incompatible, but if someone wants to entertain the possibility that the ‘introduction of the transcendent mover ... was not a…

  • Alexander of Aphrodisias on Celestial Motions

    István Bodnár•ARTICLE•Phronesis•1997•References: 1

    Etude de la theorie des mouvements celestes developpee par Alexandre d'Aphrodise a partir de la notion de corps divin et de l'identification de la nature des spheres celestes avec leur âme. Examinant l'interrelation des mouvements celestes dans le «De caelo» de Simplicius, l'A. mesure la proximite de la theorie homocentrique d'Alexandre avec les principes aristoteliciens de la philosophie de la nature: celui d'un premier moteur immobile, d'une pa…

  • Atomic Independence and Indivisibility

    István Bodnár, István M Bodnár•CHAPTER•Oxford Studies in Ancient…•1998

    Aristotle on several occasions voices a two-pronged principle of the atomists, that no plurality may emerge from real unity and no unity from what is real plurality. Understandably, the first injunction has been studied far more extensively than the second. The impossibility of the emergence of a plurality from what is really a unit is a constitutive feature of those indivisible bits of being which, precisely on this account, can be called atomic…

  • Science and Philosophy in the Academy

    István Bodnár, István M Bodnár•ARTICLE•Acta Antiqua Academiae…•2002

    The evidence for a philosophical project assignment for the mathematical sciences in the Academy can be traced back to the generation after Plato, and as such it is the result of philosophical reflection on the intellectual enterprise pursued at the Academy. This is then contrasted with the histories of the mathematical sciences compiled in Aristotle's school, which acknowledged the methodological and ontological independence of these disciplines

  • O enopides of C hios

    Open Access•István Bodnár, István M Bodnár•CHAPTER•The Encyclopedia of Ancient History•2012

    Oenopides was an astronomer and mathematician (plus some testimony about physical theories), active in the second half of the fifth century BCE .

  • The Problemata physica

    István Bodnár•CHAPTER•Aristotelian Problemata Physica•2015

  • Eudemus of Rhodes

    William Fortenbaugh, István Bodnár et al.•EDITOR•BOOK•Eudemus of Rhodes•2018

  • The Study of Natural Kinds in the Early Academy

    Open Access•István Bodnár•EDITOR•CHAPTER•Plato's Academy•2020

    A summary is not available for this content so a preview has been provided. Please use the Get access link above for information on how to access this content.

Classical Philosophy and Thought (6 works) · Philosophy (5 works) · Epistemology (3 works) · Philosophy (3 works) · Physics (3 works) · Chemistry (2 works) · Classical Antiquity Studies (2 works) · Computer Science (2 works) · Historical and Literary Studies (2 works) · Historical Astronomy and Related Studies (2 works)

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