![](data:image/jpeg;base64,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) |
Author(s): Marcel Akiki
Language(s): English
Publication Date: 2010
Publisher: Antonine University Press
Number of Pages: 200
Cover Type: Paperback
Book Dimensions: 17 x 24 cm
ISBN: 978-9953-552-09-5
Availability: Available
Price:
|
Summary:
This monographic research aimed at three main objectives. The first, reconstitution of the repertoire of weddings songs of Mount Lebanon, which is something that had never been realized before. The second, systematic reconstitution of the model traditional wedding ceremony, proved to be a common element in the majority of field testimony and historical descriptions. Finally, musicological analysis of the model system inherent in the newly reconstituted corpus.
The Field prospecting, the widest field collection ever carried out in Mount Lebanon, brought to light the barely existing living traditions. Field operations led to a previously mostly unknown repertoire of more than 100 poetic texts and about 100 transcriptions of traditional melodies. Finally, the analysis of the model structures of the corpus led to the generation of a typology of scalar, nuclear, and formulaic modality, which brings out the micromodel character of the tradition, all in Zalzalian framework (an arrangement of major and neutral seconds).
Although Analysis of comprehensive identity-based affiliations do not figure in this research, it is possible to state at this stage that the remaining residual traditions of Mount Lebanon today are significant and indicate the presence of a true cultural identity.