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) 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Author(s): Alain G. Gagnon
Language(s): Arabic
Publication Date: 2010
Publisher: Antonine University Press
Number of Pages: 256
Cover Type: Paperback
Book Dimensions: 17 x 24 cm
ISBN: 978-9953-552-08-8
Availability: Available
Price:
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Summary:
من شأن الدفاع عن الفدراليَّة المتعدِّدة القوميّات في العالم العربيِّ بعامَّة، وفي السياق اللبنانيِّ بخاصَّة، أن يترك الكثير من اللغط والإرباك عند القارئ. يضع البروفسور ألان غانيون دفاعه في سياق محدَّد، ينحصر في حالتَي قتلونيا وكيبيك. فما السبيل إلى سوس وحدة كيان عامٍّ معقَّد من دون المساس بتنوُّعه الثقافيِّ واللغويّ؟ وكيف السبيل إلى الحفاظ، داخل المجتمعات المتعدِّدة القوميّات مثل كندا وإسبانيا، على الخصوصيّات الثقافيَّة لما يُعرف بـ“المجتمعات الشاملة”، شأن كيبيك وقتلونيا التي تشكِّل نوعًا ما دولاً-مقاطعات؟
إنَّ دفاع الكاتب عن الفدراليَّة المتعدِّدة القوميّات لا يشكِّل دعوة إلى نظام سياسيٍّ جديد مقونَن وفق معايير القانون الوضعيِّ التي تتَّفق مع هذا التقليد القانونيِّ أو ذاك... بل هو تحليل فلسفيُّ يشكِّل أساسًا بالنسبة إلى العلوم السياسيَّة ومرجعًا حاسمًا لمجمل البرامج القانونيَّة والسياسيَّة التي تقارب هذه المسألة. فكلُّ تحليل لوضع المجتمعات المتعدِّدة القوميّات يجب، بحسب الكاتب، أن ينطلق من مسلَّمة مفادها أنَّ “الوحدة السياسيَّة والجماعيَّة تمرُّ كحدٍّ أدنى بالاعتراف بالتنوُّع الوطنيِّ وبعيش هذا التنوُّع”.