Devoir de Philosophie

Bacon, Roger

Publié le 22/02/2012

Extrait du document

bacon
Associated with both the University of Paris and Oxford University, Roger Bacon was one of the first in the Latin West to lecture and comment on Aristotle's writings on subjects other than logic. After he came to know Robert Grosseteste's work in natural philosophy, he became the advocate of a curricular reform that emphasized scientific experiment and the study of languages. His views were often unpopular, and he constantly belittled all who disagreed with him. Bacon's work in logic and semantic theory had some influence during his lifetime and immediately after his death. His work in science, however, had little impact. His renown in the history of science is due in part to his being viewed as a precursor of the Oxford Calculators, who in turn anticipated certain important developments in seventeenth-century science.
bacon

« contemporaries (such as Albert the Great and Thomas Aquinas ) who were taking a more traditional approach to philosophical study.

By the early 1260s Bacon had become unpopular among the Franciscans, and was apparently sent to their convent in Paris under an injunction to neither lecture nor circulate his writings outside the Order without approval. Undaunted, Bacon set about communicating his controversial views to Cardinal Guy le Gos de Foulques.

The latter, upon becoming Pope Clement IV in 1265, asked to see the writings in which these views were presented in detail.

Although Bacon had not yet actually composed these writings, he managed to do so without his Order's knowledge and to have his work delivered to Clement in 1267.

The result, the Opus maius , was an encyclopedia of the sciences and a proposal for educational reform.

It was followed within the year by synopses, additions and corrections in the Opus minus and the Opus tertium . Despite Clement's death during the time these additions were being written, Bacon continued for the next ten years to write on his favourite topics.

He produced a Greek grammar, a Hebrew grammar and the Compendium studii philosophiae (Compendium of the Study of Philosophy) around 1272.

The Communia naturalium (General Principles of Natural Philosophy) and Communia mathematica (General Mathematical Principles) , two surviving sections of a second encyclopedic work begun but never completed, are considered Bacon's most mature work. Between 1277 and 1279, Bacon's teachings were condemned by the Minister General of the Franciscan Order, Jerome of Ascoli (the future Pope Nicholas IV), and Bacon himself was imprisoned.

Why this happened is unclear. Although the official account is that his teachings contained 'suspect novelties' (perhaps some of the propositions condemned in 1277 by Etienne Tempier, the Bishop of Paris), it is possible that his imprisonment came as a response to his refusal to stop verbally abusing everyone whose views he did not share.

The targets of this abuse included many of his Franciscan brothers.

It is also possible that his imprisonment was the result of the controversial Joachimite views he had embraced (see Joachim of Fiore ).

Despite these serious problems, Bacon managed before his death some thirteen to fifteen years later to compose at least one more work, the Compendium studii theologiae (Compendium of the Study of Theology) , in which his criticisms of contemporary education were extended to cover the moral vices of Christendom as a whole. 2 Views on education In the mid-1260s, Bacon began to insist that the current educational system needed to be completely revised, and that he himself knew exactly what was required.

He shared his contemporaries' belief that God is man's ultimate end but, unlike most of them, believed that the pursuit of science should be instrumental in the study of God (and thus in one's pursuit of moral perfection).

By understanding the nature of things, one would come to understand the nature of God who made them.

Mathematics also figures in this scheme insofar as Bacon considered geometry to be the key to knowing the efficient and generating causes in nature.

He believed that mathematics could be used. »

↓↓↓ APERÇU DU DOCUMENT ↓↓↓

Liens utiles