Histoire de la langue bretonne d'après la géographie lingustique chanoine falc'hun lire un livre // peegle.com

bons livres à lire, PDF Les meilleurs livres à lire, les meilleurs livres pour lire les livres Histoire de la langue bretonne d'après la géographie lingustique par Chanoine Falc'hun à lire en ligne.Online Histoire de la langue bretonne d'après la géographie lingustique par Chanoine Falc'hun ebook Téléchargement PDFHistoire de la.</plaintext> Problèmes. de linguistique. F. Falc'hun, L'Histoire de la Langue Bretonne d'après la Géographie Linguistique L'intérêt suscité par la seconde présentation de cet ouvrage, dont une édition ronéotypée avait paru en 1951, est dû aux additions importantes dont l'auteur a enrichi son travail, et auxquelles, depuis plusieurs mois, il donne une grande dift'u- sion: elles portent sur l. Le chanoine François Falc'hun né et mort à Bourg-Blanc, 1909-1991 était un linguiste et phonéticien breton, et un prêtre catholique nommé en 1933 et fait chanoine honoraire en décembre 1949.Professeur d'Université, d'abord à Rennes, puis à Brest. Il est l'auteur de nombreux ouvrages sur la langue bretonne.</p> <p>L’analyse linguistique développée par François Falc’hun aboutit toutefois à des résultats radicalement différents quant aux origines de la langue bretonne, même si l’ecclésiastique ne nie pas l’importance de la filiation britannique. Pour ce faire, il se base notamment sur le système consonantique, a recours à la phonologie, discipline alors émergeante, et bases ses. meilleurs livres à lire, les meilleurs livres pour lire les livres Histoire de la Langue Bretonne d´apres la Geographie Linguistique. I: Texte. =Publications de la Faculte des Lettres et Sciences Humaines de Rennes; I. par Francois FalcŽhun à lire en ligne. Online Histoire de la Langue Bretonne d´apres la Geographie Linguistique. I. François Falc'hun 1909-1991 a été professeur d’université à Rennes, puis à Brest. Pour sa thèse secondaire, il avait travaillé sur le système consonantique du breton et pour sa thèse principale sur l’histoire de la langue bretonne d’après la géographie linguistique. François Falc'hun was a controversial French linguist known for his theories about the origin of the Breton language. He was also an ordained Canon in the Catholic clergy. Falc'hun was professor at the Universities of Rennes and Brest. Contrary to the mainstream opinion of linguists, Falc'hun took the view that Breton was derived from the Gaulish form of Continental Celtic, rather than from the Brythonic.</p><img 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alt="Histoire de la langue bretonne d'après la géographie lingustique chanoine falc'hun lire un livre" title="Histoire de la langue bretonne d'après la géographie lingustique chanoine falc'hun lire un livre" width="367"/> <p>Online Library Histoire De La Langue Bretonne De Fanch Broudic 14 Septembre 1999 Linguistique et Histoire de la Langue Bretonne. GEOGRAPHIE LIN,GUISTÏQUE L 'HISTOIRE DE LANGUE BRETON NE par Kenneth JACKSON. LA LA nar Kenneth JACKSON L' auteur de cet article est actuellement en train de réùiger une phonétique historique du breton. Cet ouvrage sera conçu selon des principes. Nous partirons d’une constatation faite lors de la préparation d’une anthologie de la littérature bretonnante au xxe siècle, Entre rêves et réalités, en breton « Ar wirionez hag an hunvreou kaer »1: concernant la cause de la langue bretonne, c’est la diversité qui prévaut au plan idéologique, la pluralité des approches étant la règle tout au long de ce siècle qu. On a coutume de distinguer quatre principaux dialectes du breton correspondant aux anciens évêchés bretonnants, bien que du point de vue linguistique ces limites se révèlent souvent arbitraires:. Cornouaillais kerneveg, parlé en Cornouaille Kernev ou Bro Gernev:. les deux tiers sud du Finistère Carhaix, Quimper, Pont-Aven, Quimperlé, Douarnenez, Pont-l'Abbé, Sein.</p> <p>- Falc’hun F., L’histoire de la langue bretonne d’après la géographie linguistique, Paris, 1963, 2 vol. - Fichet De Clairfontaine François dir., Ateliers de potiers médiévaux en Bretagne, DAF, 1996. - Fichet De Clairfontaine François et Beuchet L., « L’atelier 1 de Fontenay », dans, Ateliers de.</p><p><a href="/les-tatas-flingueurs-une-enqu-te-du-commissaire-guillaume-suitaume-les-enqu-tes-du-commissaire-guillaume-suitaume-gordon-zola-lire-ebook-en-ligne">Les tatas flingueurs: une enquête du commissaire guillaume suitaume (les enquêtes du commissaire guillaume suitaume) gordon zola lire ebook en ligne</a> <br /><a href="/photoshop-illustrator-et-indesign-cc---coffret-de-3-livres---ma-trisez-la-suite-graphique-adobe-dition-2019-christophe-aubry-et-didier-mazier-biblioth-que-en-ligne">Photoshop, illustrator et indesign cc - coffret de 3 livres - maîtrisez la suite graphique adobe (édition 2019) christophe aubry et didier mazier bibliothèque en ligne</a> <br /><a href="/effleur-s-isabelle-bauthian-et-limousi-epub">Effleurés isabelle bauthian et limousi epub</a> <br /><a href="/mata-hari-la-courtisane-tome-2-la-grande-guerre-jean-claude-guiborel-et-alterpublishing-r-servez-sur-votre-kindle">Mata hari la courtisane: tome 2 (la grande guerre) jean-claude guiborel et alterpublishing réservez sur votre Kindle</a> <br /><a href="/gratins-toquades-t-l-charger-txt">Gratins ! 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