Prof. Dr. Ayhan
BEKLEYEN
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)
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Bölüm
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Mimarlık
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Anabilim Dalı
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Bina Bilgisi
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Oda Numarası
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4222
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Dahili
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3706
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E-mail
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bekleyen@dicle.edu.tr / ayhan.bekleyen@gmail.com
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Eğitim Bilgisi
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Lisans
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Dicle Üniversitesi, Mimarlık Bölümü, 1989
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Yüksek Lisans
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Dicle Üniversitesi, Mimarlık Anabilim Dalı,
1993
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Doktora
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Karadeniz Teknik Üniversitesi, Mimarlık
Anabilim Dalı, 1999
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Çalışma alanları
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Konut Çalışmaları / Yapılı Çevre
Performans Değerlendirmeleri / Kullanım Sonrası Değerlendirmeler / Mekânın
Sayısallaştırılmasına İlişkin Yaklaşımlar / İstatistiksel Değerlendirmeler
ve Analizler / Sürdürülebilir Bina Tasarım Araştırmaları
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