- Witelo
- pseud. di Ciolek, Erazm
Sinonimi e Contrari. Terza edizione. 2010.
Witelo
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Witelo — also known as Erazmus Ciolek Witelo, Witelon, Vitellio, Vitello, Vitello Thuringopolonis, Vitulon, Erazm Ciołek, (born ca. 1230 probably in the village of Borek in Lower Silesia; died after 1280, before 1314), was a Silesian and Polish friar,… … Wikipedia
Witelo — Vitellonis Thuringopoloni opticae libri decem Seite aus dem Manuskript De Perspectiva von Witelo mit einer Illustration, auf der der Autor abge … Deutsch Wikipedia
Witelo — Para el emperador romano, véase Vitelio. Portada del Vitellonis Thuringopoloni opticae libri decem (Diez Libros de Óptica por el turingio polaco Witelo) Witelo (también llamado Erazmus Ciolek Witelo; Witelon; Vitellio; Vitello; Vitello… … Wikipedia Español
Witelo — ▪ Polish natural scientist and philosopher Latin Vitello born 1220, Silesia died after 1278 Polish natural scientist and philosopher, best known for his Perspectiva (c. 1274). He studied arts at Paris and canon law at Padua and spent… … Universalium
Βίτελο — (Witelo, Σιλεσία 1220/30 – περ. 1300).Πολωνός φιλόσοφος και φυσικομαθηματικός. Μελέτησε στο Παρίσι όλες τις επιστήμες του καιρού του και από το 1260 έως το 1270 έζησε στην Ιταλία. Εγκαταστάθηκε πρώτα στην Πάντοβα, όπου παρακολούθησε τη σχολή… … Dictionary of Greek
History of philosophy in Poland — The history of philosophy in Poland parallels the evolution of philosophy in Europe generally. Polish philosophy drew upon the broader currents of European philosophy, and in turn contributed to their growth. Among the most momentous Polish… … Wikipedia
Ibn al-Haytham — Infobox Muslim scholars | notability = Muslim scientist| era = Islamic Golden Age| color = #cef2e0 | | image caption = Ibn al Haytham drawing taken from a 1982 Iraqi 10 dinar note. | | name = Unicode|Abū ‘Alī al Ḥasan ibn al Ḥasan ibn al Haytham… … Wikipedia
ВИТЕЛО — (Witelo) (род. между 1220 и 1230, Силезия) – нем. натурфилософ. В своей математическо динамической картине мира, изложенной в работе, озаглавленной «Perspective» (1535), все явления природы подчиняет законам геометрии и оптики, что явилось важным … Философская энциклопедия
Alhazen — For the Moon crater, see Alhazen (crater). For the asteroid, see 59239 Alhazen. Alhazen Alhazen (Ibn al Haytham) … Wikipedia
Hyperbolic geometry — Lines through a given point P and asymptotic to line R. A triangle immersed in a saddle shape plane (a hyperbolic paraboloid), as well as two diverging ultraparall … Wikipedia
