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) 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Chief Editor: Nidaa Abou Mrad
Language(s): French
Publication Date: 2009
Publisher: Antonine University Press
Printing House: Chemaly & Chemaly
Issue Number: 3
Issue Title: Systèmes mélodiques
Number of Pages: 96
Cover Type: Paperback
Book Dimensions: 17 x 24 cm
ISBN: 978-9953-74-241-0
Availability: Available
Price:
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Summary:
Nicolas Meeùs, « L’origine de l’octave courte »
François Picard, « Analyse paradigmatique et synoptique de quelques airs de Nanyin »
Nidaa Abou Mrad, « Procédure d’investigation micromodale des traditions musicales du
Proche-Orient »
Bouchra Béchéalany, « La discrimination de l’ossature zalzalienne chez des enfants libanais de 8 à 12 ans et son développement par l’apprentissage »