Title | L’éternité du mouvement chez Ibn Bâjja (Avempace) : de la définition générique à la défintion numérique. Le commentaire aux chapitres 1 et 2 du livre VIII de la Physique |
Type | Article |
Language | French |
Date | 2016 |
Journal | Les Études Philosophiques |
Volume | 117 |
Issue | 2 |
Pages | 161–216 |
Categories | Aristotle, Physics, al-Fārābī, Ibn Bāǧǧa, Influence |
Author(s) | Farah Cherif Zahar |
Publisher(s) | |
Translator(s) |
This article examines Ibn Bāǧǧa’s (Avempace) interpretation of the first two chapters of the eighth book of Aristotle’s Physics and what he has in mind when he describes Aristotle’s proof as a demonstration of the eternity of motion “in genus.” His approach in the second appendix to book eight differs from the one he develops in the main commentary. In the former text, Ibn Bāǧǧa works on the distinction between essential and accidental successions, which leads him to realize that the accidental and thus possible successions— horizontal approach—are not sufficient to guarantee the eternity of movement and then to adopt a vertical approach that goes back to the numerical identity of the circular continuous motion. We show to what extent Ibn Bāǧǧa’s interpretation is indebted to Al-Fārābī’s lost treatise On Changing Beings and also aim to highlight the role of this reading in the evolution of Averroes’ interpretation. |
{"_index":"bib","_type":"_doc","_id":"5260","_score":null,"_source":{"id":5260,"authors_free":[{"id":6069,"entry_id":5260,"agent_type":"person","is_normalised":null,"person_id":null,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Farah Cherif Zahar","free_first_name":"Farah","free_last_name":"Cherif Zahar","norm_person":null}],"entry_title":"L\u2019\u00e9ternit\u00e9 du mouvement chez Ibn B\u00e2jja (Avempace) : de la d\u00e9finition g\u00e9n\u00e9rique \u00e0 la d\u00e9fintion num\u00e9rique. Le commentaire aux chapitres 1 et 2 du livre VIII de la Physique","title_transcript":"","title_translation":"","main_title":{"title":"L\u2019\u00e9ternit\u00e9 du mouvement chez Ibn B\u00e2jja (Avempace) : de la d\u00e9finition g\u00e9n\u00e9rique \u00e0 la d\u00e9fintion num\u00e9rique. Le commentaire aux chapitres 1 et 2 du livre VIII de la Physique"},"abstract":"This article examines Ibn B\u0101\u01e7\u01e7a\u2019s (Avempace) interpretation of the first two chapters of the eighth book of Aristotle\u2019s Physics and what he has in mind when he describes Aristotle\u2019s proof as a demonstration of the eternity of motion \u201cin genus.\u201d His approach in the second appendix to book eight differs from the one he develops in the main commentary. In the former text, Ibn B\u0101\u01e7\u01e7a works on the distinction between essential and accidental successions, which leads him to realize that the accidental and thus possible successions\u2014 horizontal approach\u2014are not sufficient to guarantee the eternity of movement and then to adopt a vertical approach that goes back to the numerical identity of the circular continuous motion. We show to what extent Ibn B\u0101\u01e7\u01e7a\u2019s interpretation is indebted to Al-F\u0101r\u0101b\u012b\u2019s lost treatise On Changing Beings and also aim to highlight the role of this reading in the evolution of Averroes\u2019 interpretation. ","btype":3,"date":"2016","language":"French","online_url":"","doi_url":"","ti_url":"","categories":[{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"},{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"},{"id":28,"category_name":"al-F\u0101r\u0101b\u012b","link":"bib?categories[]=al-F\u0101r\u0101b\u012b"},{"id":17,"category_name":"Ibn B\u0101\u01e7\u01e7a","link":"bib?categories[]=Ibn B\u0101\u01e7\u01e7a"},{"id":24,"category_name":"Influence","link":"bib?categories[]=Influence"}],"authors":[],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":5260,"journal_id":null,"journal_name":"Les \u00c9tudes Philosophiques","volume":"117","issue":"2","pages":"161\u2013216"}},"sort":[2016]}
Title | Pensée, dénomination extrinsèque et changement chez Averroès. Une lecture d’Aristote, Physique, VII, 3 |
Type | Article |
Language | French |
Date | 2015 |
Journal | Archives d’Histoire Doctrinale et Littéraire du Moyen Âge |
Volume | 82 |
Pages | 23–43 |
Categories | Aristotle, Physics, Psychology |
Author(s) | Jean-Baptiste Brenet |
Publisher(s) | |
Translator(s) |
Online Access | https://www.jstor.org/stable/44471841 |
{"_index":"bib","_type":"_doc","_id":"5219","_score":null,"_source":{"id":5219,"authors_free":[{"id":6021,"entry_id":5219,"agent_type":"person","is_normalised":1,"person_id":622,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Jean-Baptiste Brenet","free_first_name":"Jean-Baptiste","free_last_name":"Brenet","norm_person":{"id":622,"first_name":"Jean-Baptiste","last_name":"Brenet","full_name":"Jean-Baptiste Brenet","short_ident":"","is_classical_name":0,"dnb_url":"http:\/\/d-nb.info\/gnd\/1051778867","viaf_url":"https:\/\/viaf.org\/viaf\/27224973","db_url":"NULL","from_claudius":1,"link":"bib?authors[]=Jean-Baptiste Brenet"}}],"entry_title":"Pens\u00e9e, d\u00e9nomination extrins\u00e8que et changement chez Averro\u00e8s. Une lecture d\u2019Aristote, Physique, VII, 3","title_transcript":"","title_translation":"","main_title":{"title":"Pens\u00e9e, d\u00e9nomination extrins\u00e8que et changement chez Averro\u00e8s. Une lecture d\u2019Aristote, Physique, VII, 3"},"abstract":"","btype":3,"date":"2015","language":"French","online_url":"https:\/\/www.jstor.org\/stable\/44471841","doi_url":"","ti_url":"","categories":[{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"},{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"},{"id":12,"category_name":"Psychology","link":"bib?categories[]=Psychology"}],"authors":[{"id":622,"full_name":"Jean-Baptiste Brenet","role":1}],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":5219,"journal_id":null,"journal_name":"Archives d\u2019Histoire Doctrinale et Litt\u00e9raire du Moyen \u00c2ge","volume":"82","issue":"","pages":"23\u201343"}},"sort":[2015]}
Title | Scholastic Explanations of Why Local Motion Generates Heat |
Type | Article |
Language | English |
Date | 2003 |
Journal | Early Science and Medicine |
Volume | 8 |
Issue | 4 |
Pages | 336-370 |
Categories | Aristotle, Physics, Tradition and Reception |
Author(s) | Griet Galle |
Publisher(s) | |
Translator(s) |
Online Access | https://www.jstor.org/stable/4130126 |
{"_index":"bib","_type":"_doc","_id":"5758","_score":null,"_source":{"id":5758,"authors_free":[{"id":6667,"entry_id":5758,"agent_type":"person","is_normalised":null,"person_id":1891,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Griet Galle","free_first_name":"Griet ","free_last_name":"Galle","norm_person":{"id":1891,"first_name":"Griet ","last_name":"Galle","full_name":"Griet Galle","short_ident":"","is_classical_name":null,"dnb_url":"https:\/\/d-nb.info\/gnd\/1073974766","viaf_url":"","db_url":"","from_claudius":null,"link":"bib?authors[]=Griet Galle"}}],"entry_title":"Scholastic Explanations of Why Local Motion Generates Heat","title_transcript":"","title_translation":"","main_title":{"title":"Scholastic Explanations of Why Local Motion Generates Heat"},"abstract":"","btype":3,"date":"2003","language":"English","online_url":"https:\/\/www.jstor.org\/stable\/4130126","doi_url":"","ti_url":"","categories":[{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"},{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"},{"id":43,"category_name":"Tradition and Reception","link":"bib?categories[]=Tradition and Reception"}],"authors":[{"id":1891,"full_name":"Griet Galle","role":1}],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":5758,"journal_id":null,"journal_name":"Early Science and Medicine","volume":"8","issue":"4","pages":"336-370"}},"sort":[2003]}
Title | Walter Burley's "Physics" Commentaries and the Mathematics of Alteration |
Type | Article |
Language | English |
Date | 2001 |
Journal | Early Science and Medicine, |
Volume | 6 |
Issue | 3 |
Pages | 149-184 |
Categories | Commentary, Aristotle, Tradition and Reception, Physics |
Author(s) | Edith Dudley Sylla |
Publisher(s) | |
Translator(s) |
Online Access | https://www.jstor.org/stable/4130080 |
{"_index":"bib","_type":"_doc","_id":"5755","_score":null,"_source":{"id":5755,"authors_free":[{"id":6664,"entry_id":5755,"agent_type":"person","is_normalised":1,"person_id":695,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Edith Dudley Sylla","free_first_name":"Edith ","free_last_name":"Dudley Sylla","norm_person":{"id":695,"first_name":"Edith Dudley","last_name":"Sylla","full_name":"Edith Dudley Sylla","short_ident":"","is_classical_name":0,"dnb_url":"http:\/\/d-nb.info\/gnd\/115586679","viaf_url":"https:\/\/viaf.org\/viaf\/45036137","db_url":"https:\/\/www.deutsche-biographie.de\/pnd115586679.html","from_claudius":1,"link":"bib?authors[]=Edith Dudley Sylla"}}],"entry_title":"Walter Burley's \"Physics\" Commentaries and the Mathematics of Alteration","title_transcript":"","title_translation":"","main_title":{"title":"Walter Burley's \"Physics\" Commentaries and the Mathematics of Alteration"},"abstract":"","btype":3,"date":"2001","language":"English","online_url":"https:\/\/www.jstor.org\/stable\/4130080","doi_url":"","ti_url":"","categories":[{"id":23,"category_name":"Commentary","link":"bib?categories[]=Commentary"},{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"},{"id":43,"category_name":"Tradition and Reception","link":"bib?categories[]=Tradition and Reception"},{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"}],"authors":[{"id":695,"full_name":"Edith Dudley Sylla","role":1}],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":5755,"journal_id":null,"journal_name":"Early Science and Medicine, ","volume":"6","issue":"3","pages":" 149-184"}},"sort":[2001]}
Title | Ibn Rushd's Theory of Minima Naturalia |
Type | Article |
Language | English |
Date | 2001 |
Journal | Arabic Sciences and Philosophy |
Volume | 11 |
Pages | 9–26 |
Categories | Physics, Aristotle |
Author(s) | Ruth Glasner |
Publisher(s) | |
Translator(s) |
The essence of the theory of minima naturalia is the contention that a physical body is not infinitely divisible qua that specific body. A drop of water cannot be divided again and again and still maintain its “wateriness”. There are several statements in Aristotle's Physics which suggest such an interpretation, and the theory of minima naturalia is commonly considered to have originated in the thirteenth century as an interpretation of these statements. The present paper is a preliminary presentation of the role of Ibn Rushd in the evolution of the theory, hitherto neglected. His theory developed not only as an elaboration on the "suitable" statements of Aristotle, but mainly as an attempt to solve the difficulties raised by Aristotle's thesis (developed in PhysicsVI and VII) that body and motion are continuous, infinitely divisible entities and are associated qua such. According to Ibn Rushd's interpretation, body and motion are associated not qua being continuous but qua having indivisible minimal parts. It seems that Epicurus' and Ibn Rushd's theories of minima developed as responses to Physics VI and offer modifications of classical atomism and of classical Aristotelianism (respectively), which to a certain extent reduce the gap between these two systems. |
{"_index":"bib","_type":"_doc","_id":"684","_score":null,"_source":{"id":684,"authors_free":[{"id":839,"entry_id":684,"agent_type":"person","is_normalised":1,"person_id":737,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Ruth Glasner","free_first_name":"Ruth","free_last_name":"Glasner","norm_person":{"id":737,"first_name":"Ruth","last_name":"Glasner","full_name":"Ruth Glasner","short_ident":"","is_classical_name":0,"dnb_url":"http:\/\/d-nb.info\/gnd\/138576793","viaf_url":"https:\/\/viaf.org\/viaf\/46394953","db_url":"","from_claudius":1,"link":"bib?authors[]=Ruth Glasner"}}],"entry_title":"Ibn Rushd's Theory of Minima Naturalia","title_transcript":"","title_translation":"","main_title":{"title":"Ibn Rushd's Theory of Minima Naturalia"},"abstract":"The essence of the theory of minima naturalia is the contention that a physical body is not infinitely divisible qua that specific body. A drop of water cannot be divided again and again and still maintain its \u201cwateriness\u201d. There are several statements in Aristotle's Physics which suggest such an interpretation, and the theory of minima naturalia is commonly considered to have originated in the thirteenth century as an interpretation of these statements. The present paper is a preliminary presentation of the role of Ibn Rushd in the evolution of the theory, hitherto neglected. His theory developed not only as an elaboration on the \"suitable\" statements of Aristotle, but mainly as an attempt to solve the difficulties raised by Aristotle's thesis (developed in PhysicsVI and VII) that body and motion are continuous, infinitely divisible entities and are associated qua such. According to Ibn Rushd's interpretation, body and motion are associated not qua being continuous but qua having indivisible minimal parts. It seems that Epicurus' and Ibn Rushd's theories of minima developed as responses to Physics VI and offer modifications of classical atomism and of classical Aristotelianism (respectively), which to a certain extent reduce the gap between these two systems.","btype":3,"date":"2001","language":"English","online_url":"","doi_url":"","ti_url":"","categories":[{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"},{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"}],"authors":[{"id":737,"full_name":"Ruth Glasner","role":1}],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":684,"journal_id":null,"journal_name":"Arabic Sciences and Philosophy","volume":"11","issue":null,"pages":"9\u201326"}},"sort":[2001]}
Title | Ibn Rushd's Theory of Minima Naturalia |
Type | Article |
Language | English |
Date | 2001 |
Journal | Arabic Sciences and Philosophy |
Volume | 11 |
Pages | 9–26 |
Categories | Physics, Aristotle |
Author(s) | Ruth Glasner |
Publisher(s) | |
Translator(s) |
The essence of the theory of minima naturalia is the contention that a physical body is not infinitely divisible qua that specific body. A drop of water cannot be divided again and again and still maintain its “wateriness”. There are several statements in Aristotle's Physics which suggest such an interpretation, and the theory of minima naturalia is commonly considered to have originated in the thirteenth century as an interpretation of these statements. The present paper is a preliminary presentation of the role of Ibn Rushd in the evolution of the theory, hitherto neglected. His theory developed not only as an elaboration on the "suitable" statements of Aristotle, but mainly as an attempt to solve the difficulties raised by Aristotle's thesis (developed in PhysicsVI and VII) that body and motion are continuous, infinitely divisible entities and are associated qua such. According to Ibn Rushd's interpretation, body and motion are associated not qua being continuous but qua having indivisible minimal parts. It seems that Epicurus' and Ibn Rushd's theories of minima developed as responses to Physics VI and offer modifications of classical atomism and of classical Aristotelianism (respectively), which to a certain extent reduce the gap between these two systems. |
{"_index":"bib","_type":"_doc","_id":"684","_score":null,"_source":{"id":684,"authors_free":[{"id":839,"entry_id":684,"agent_type":"person","is_normalised":1,"person_id":737,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Ruth Glasner","free_first_name":"Ruth","free_last_name":"Glasner","norm_person":{"id":737,"first_name":"Ruth","last_name":"Glasner","full_name":"Ruth Glasner","short_ident":"","is_classical_name":0,"dnb_url":"http:\/\/d-nb.info\/gnd\/138576793","viaf_url":"https:\/\/viaf.org\/viaf\/46394953","db_url":"","from_claudius":1,"link":"bib?authors[]=Ruth Glasner"}}],"entry_title":"Ibn Rushd's Theory of Minima Naturalia","title_transcript":"","title_translation":"","main_title":{"title":"Ibn Rushd's Theory of Minima Naturalia"},"abstract":"The essence of the theory of minima naturalia is the contention that a physical body is not infinitely divisible qua that specific body. A drop of water cannot be divided again and again and still maintain its \u201cwateriness\u201d. There are several statements in Aristotle's Physics which suggest such an interpretation, and the theory of minima naturalia is commonly considered to have originated in the thirteenth century as an interpretation of these statements. The present paper is a preliminary presentation of the role of Ibn Rushd in the evolution of the theory, hitherto neglected. His theory developed not only as an elaboration on the \"suitable\" statements of Aristotle, but mainly as an attempt to solve the difficulties raised by Aristotle's thesis (developed in PhysicsVI and VII) that body and motion are continuous, infinitely divisible entities and are associated qua such. According to Ibn Rushd's interpretation, body and motion are associated not qua being continuous but qua having indivisible minimal parts. It seems that Epicurus' and Ibn Rushd's theories of minima developed as responses to Physics VI and offer modifications of classical atomism and of classical Aristotelianism (respectively), which to a certain extent reduce the gap between these two systems.","btype":3,"date":"2001","language":"English","online_url":"","doi_url":"","ti_url":"","categories":[{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"},{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"}],"authors":[{"id":737,"full_name":"Ruth Glasner","role":1}],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":684,"journal_id":null,"journal_name":"Arabic Sciences and Philosophy","volume":"11","issue":null,"pages":"9\u201326"}},"sort":["Ibn Rushd's Theory of Minima Naturalia"]}
Title | L’éternité du mouvement chez Ibn Bâjja (Avempace) : de la définition générique à la défintion numérique. Le commentaire aux chapitres 1 et 2 du livre VIII de la Physique |
Type | Article |
Language | French |
Date | 2016 |
Journal | Les Études Philosophiques |
Volume | 117 |
Issue | 2 |
Pages | 161–216 |
Categories | Aristotle, Physics, al-Fārābī, Ibn Bāǧǧa, Influence |
Author(s) | Farah Cherif Zahar |
Publisher(s) | |
Translator(s) |
This article examines Ibn Bāǧǧa’s (Avempace) interpretation of the first two chapters of the eighth book of Aristotle’s Physics and what he has in mind when he describes Aristotle’s proof as a demonstration of the eternity of motion “in genus.” His approach in the second appendix to book eight differs from the one he develops in the main commentary. In the former text, Ibn Bāǧǧa works on the distinction between essential and accidental successions, which leads him to realize that the accidental and thus possible successions— horizontal approach—are not sufficient to guarantee the eternity of movement and then to adopt a vertical approach that goes back to the numerical identity of the circular continuous motion. We show to what extent Ibn Bāǧǧa’s interpretation is indebted to Al-Fārābī’s lost treatise On Changing Beings and also aim to highlight the role of this reading in the evolution of Averroes’ interpretation. |
{"_index":"bib","_type":"_doc","_id":"5260","_score":null,"_source":{"id":5260,"authors_free":[{"id":6069,"entry_id":5260,"agent_type":"person","is_normalised":null,"person_id":null,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Farah Cherif Zahar","free_first_name":"Farah","free_last_name":"Cherif Zahar","norm_person":null}],"entry_title":"L\u2019\u00e9ternit\u00e9 du mouvement chez Ibn B\u00e2jja (Avempace) : de la d\u00e9finition g\u00e9n\u00e9rique \u00e0 la d\u00e9fintion num\u00e9rique. Le commentaire aux chapitres 1 et 2 du livre VIII de la Physique","title_transcript":"","title_translation":"","main_title":{"title":"L\u2019\u00e9ternit\u00e9 du mouvement chez Ibn B\u00e2jja (Avempace) : de la d\u00e9finition g\u00e9n\u00e9rique \u00e0 la d\u00e9fintion num\u00e9rique. Le commentaire aux chapitres 1 et 2 du livre VIII de la Physique"},"abstract":"This article examines Ibn B\u0101\u01e7\u01e7a\u2019s (Avempace) interpretation of the first two chapters of the eighth book of Aristotle\u2019s Physics and what he has in mind when he describes Aristotle\u2019s proof as a demonstration of the eternity of motion \u201cin genus.\u201d His approach in the second appendix to book eight differs from the one he develops in the main commentary. In the former text, Ibn B\u0101\u01e7\u01e7a works on the distinction between essential and accidental successions, which leads him to realize that the accidental and thus possible successions\u2014 horizontal approach\u2014are not sufficient to guarantee the eternity of movement and then to adopt a vertical approach that goes back to the numerical identity of the circular continuous motion. We show to what extent Ibn B\u0101\u01e7\u01e7a\u2019s interpretation is indebted to Al-F\u0101r\u0101b\u012b\u2019s lost treatise On Changing Beings and also aim to highlight the role of this reading in the evolution of Averroes\u2019 interpretation. ","btype":3,"date":"2016","language":"French","online_url":"","doi_url":"","ti_url":"","categories":[{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"},{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"},{"id":28,"category_name":"al-F\u0101r\u0101b\u012b","link":"bib?categories[]=al-F\u0101r\u0101b\u012b"},{"id":17,"category_name":"Ibn B\u0101\u01e7\u01e7a","link":"bib?categories[]=Ibn B\u0101\u01e7\u01e7a"},{"id":24,"category_name":"Influence","link":"bib?categories[]=Influence"}],"authors":[],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":5260,"journal_id":null,"journal_name":"Les \u00c9tudes Philosophiques","volume":"117","issue":"2","pages":"161\u2013216"}},"sort":["L\u2019\u00e9ternit\u00e9 du mouvement chez Ibn B\u00e2jja (Avempace) : de la d\u00e9finition g\u00e9n\u00e9rique \u00e0 la d\u00e9fintion num\u00e9rique. Le commentaire aux chapitres 1 et 2 du livre VIII de la Physique"]}
Title | Pensée, dénomination extrinsèque et changement chez Averroès. Une lecture d’Aristote, Physique, VII, 3 |
Type | Article |
Language | French |
Date | 2015 |
Journal | Archives d’Histoire Doctrinale et Littéraire du Moyen Âge |
Volume | 82 |
Pages | 23–43 |
Categories | Aristotle, Physics, Psychology |
Author(s) | Jean-Baptiste Brenet |
Publisher(s) | |
Translator(s) |
Online Access | https://www.jstor.org/stable/44471841 |
{"_index":"bib","_type":"_doc","_id":"5219","_score":null,"_source":{"id":5219,"authors_free":[{"id":6021,"entry_id":5219,"agent_type":"person","is_normalised":1,"person_id":622,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Jean-Baptiste Brenet","free_first_name":"Jean-Baptiste","free_last_name":"Brenet","norm_person":{"id":622,"first_name":"Jean-Baptiste","last_name":"Brenet","full_name":"Jean-Baptiste Brenet","short_ident":"","is_classical_name":0,"dnb_url":"http:\/\/d-nb.info\/gnd\/1051778867","viaf_url":"https:\/\/viaf.org\/viaf\/27224973","db_url":"NULL","from_claudius":1,"link":"bib?authors[]=Jean-Baptiste Brenet"}}],"entry_title":"Pens\u00e9e, d\u00e9nomination extrins\u00e8que et changement chez Averro\u00e8s. Une lecture d\u2019Aristote, Physique, VII, 3","title_transcript":"","title_translation":"","main_title":{"title":"Pens\u00e9e, d\u00e9nomination extrins\u00e8que et changement chez Averro\u00e8s. Une lecture d\u2019Aristote, Physique, VII, 3"},"abstract":"","btype":3,"date":"2015","language":"French","online_url":"https:\/\/www.jstor.org\/stable\/44471841","doi_url":"","ti_url":"","categories":[{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"},{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"},{"id":12,"category_name":"Psychology","link":"bib?categories[]=Psychology"}],"authors":[{"id":622,"full_name":"Jean-Baptiste Brenet","role":1}],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":5219,"journal_id":null,"journal_name":"Archives d\u2019Histoire Doctrinale et Litt\u00e9raire du Moyen \u00c2ge","volume":"82","issue":"","pages":"23\u201343"}},"sort":["Pens\u00e9e, d\u00e9nomination extrins\u00e8que et changement chez Averro\u00e8s. Une lecture d\u2019Aristote, Physique, VII, 3"]}
Title | Scholastic Explanations of Why Local Motion Generates Heat |
Type | Article |
Language | English |
Date | 2003 |
Journal | Early Science and Medicine |
Volume | 8 |
Issue | 4 |
Pages | 336-370 |
Categories | Aristotle, Physics, Tradition and Reception |
Author(s) | Griet Galle |
Publisher(s) | |
Translator(s) |
Online Access | https://www.jstor.org/stable/4130126 |
{"_index":"bib","_type":"_doc","_id":"5758","_score":null,"_source":{"id":5758,"authors_free":[{"id":6667,"entry_id":5758,"agent_type":"person","is_normalised":null,"person_id":1891,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Griet Galle","free_first_name":"Griet ","free_last_name":"Galle","norm_person":{"id":1891,"first_name":"Griet ","last_name":"Galle","full_name":"Griet Galle","short_ident":"","is_classical_name":null,"dnb_url":"https:\/\/d-nb.info\/gnd\/1073974766","viaf_url":"","db_url":"","from_claudius":null,"link":"bib?authors[]=Griet Galle"}}],"entry_title":"Scholastic Explanations of Why Local Motion Generates Heat","title_transcript":"","title_translation":"","main_title":{"title":"Scholastic Explanations of Why Local Motion Generates Heat"},"abstract":"","btype":3,"date":"2003","language":"English","online_url":"https:\/\/www.jstor.org\/stable\/4130126","doi_url":"","ti_url":"","categories":[{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"},{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"},{"id":43,"category_name":"Tradition and Reception","link":"bib?categories[]=Tradition and Reception"}],"authors":[{"id":1891,"full_name":"Griet Galle","role":1}],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":5758,"journal_id":null,"journal_name":"Early Science and Medicine","volume":"8","issue":"4","pages":"336-370"}},"sort":["Scholastic Explanations of Why Local Motion Generates Heat"]}
Title | Walter Burley's "Physics" Commentaries and the Mathematics of Alteration |
Type | Article |
Language | English |
Date | 2001 |
Journal | Early Science and Medicine, |
Volume | 6 |
Issue | 3 |
Pages | 149-184 |
Categories | Commentary, Aristotle, Tradition and Reception, Physics |
Author(s) | Edith Dudley Sylla |
Publisher(s) | |
Translator(s) |
Online Access | https://www.jstor.org/stable/4130080 |
{"_index":"bib","_type":"_doc","_id":"5755","_score":null,"_source":{"id":5755,"authors_free":[{"id":6664,"entry_id":5755,"agent_type":"person","is_normalised":1,"person_id":695,"institution_id":null,"role":{"id":1,"role_name":"author"},"free_name":"Edith Dudley Sylla","free_first_name":"Edith ","free_last_name":"Dudley Sylla","norm_person":{"id":695,"first_name":"Edith Dudley","last_name":"Sylla","full_name":"Edith Dudley Sylla","short_ident":"","is_classical_name":0,"dnb_url":"http:\/\/d-nb.info\/gnd\/115586679","viaf_url":"https:\/\/viaf.org\/viaf\/45036137","db_url":"https:\/\/www.deutsche-biographie.de\/pnd115586679.html","from_claudius":1,"link":"bib?authors[]=Edith Dudley Sylla"}}],"entry_title":"Walter Burley's \"Physics\" Commentaries and the Mathematics of Alteration","title_transcript":"","title_translation":"","main_title":{"title":"Walter Burley's \"Physics\" Commentaries and the Mathematics of Alteration"},"abstract":"","btype":3,"date":"2001","language":"English","online_url":"https:\/\/www.jstor.org\/stable\/4130080","doi_url":"","ti_url":"","categories":[{"id":23,"category_name":"Commentary","link":"bib?categories[]=Commentary"},{"id":21,"category_name":"Aristotle","link":"bib?categories[]=Aristotle"},{"id":43,"category_name":"Tradition and Reception","link":"bib?categories[]=Tradition and Reception"},{"id":37,"category_name":"Physics","link":"bib?categories[]=Physics"}],"authors":[{"id":695,"full_name":"Edith Dudley Sylla","role":1}],"works":[],"republication_of":null,"translation_of":null,"new_edition_of":null,"book":null,"booksection":null,"article":{"id":5755,"journal_id":null,"journal_name":"Early Science and Medicine, ","volume":"6","issue":"3","pages":" 149-184"}},"sort":["Walter Burley's \"Physics\" Commentaries and the Mathematics of Alteration"]}