Görevi | Dekan (Fen-Edebiyat Fakültesi) | ![](data:image/jpg;base64,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) 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Uyruk | T.C. |
Oda No | R-204 |
Telefon No | 2331410 |
E-Mail | fahd@cankaya.edu.tr / fahdjarad@gmail.com |
Akademik Alan |
Uygulamalı Matematik, Kesirli Analizi, Painleve' Denklemleri |
Akademik Derece |
Lisans |
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Üniversite |
: |
Orta Doğu Teknik Üniversitesi |
Fakulte |
: |
Fen Edebiyet Fakültesi |
Bölüm |
: |
Matematik |
Ülke |
: |
Türkiye |
Mezuniyet Yılı |
: |
1993 |
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Yüksek Lisans |
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Üniversite |
: |
Bilkent Üniversitesi |
Enstitü |
: |
Mühendislik ve Fen Bilimleri Enstitüsü |
Bölüm |
: |
Matematik |
Tez Konusu |
: |
Painlevé Özelliğe Sahip Kısmi Diferensyel Denklemler |
Ülke |
: |
Türkiye |
Mezuniyet Yılı |
: |
1996 |
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Doktora |
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Üniversite |
: |
Bilkent Üniversitesi |
Enstitü |
: |
Mühendislik ve Fen Bilimleri Enstitüsü |
Bölüm |
: |
Matematik |
Tez Konusu |
: |
Painlevé Testi ve Painlevé Denklemlerinin Hirarşileri |
Ülke |
: |
Türkiye |
Mezuniyet Yılı |
: |
2001 |
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Akademik Ünvanlar |
Yrd.Doc.Dr. | Çankaya Üniversitesi | 2001 | Doc.Dr. | THK ün.-Çankaya ün. | 2013 |
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Yabancı Diller |
İngilizce | iyi | Türkçe | iyi | Arapça | iyi |
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Son Makale |
On the existece and the uniquness theorem for fractinal differential equations with delay within Caputo derivatives.SCIENCE IN CHINA SERIES A-MATHEMATICS Volume: 51 Issue: 10 Pages: 1775-1786 Published: OCT 2008 |