![](https://bozok.edu.tr/Uploadpicture/dc75b171-f.jpg)
Doç. Dr. MÜMTAZ LEVENT AKKOL
Uygulamalı Sosyoloji Anabilim Dalı
mumtaz.akkol@bozok.edu.tr
Dahili :2657
avesis.bozok.edu.tr
![](https://bozok.edu.tr/Uploadpicture/4bd6d7ae-9.png)
Doç. Dr. ESRA GEDİK
Bölüm Başkan Yardımcısı
Genel Sosyoloji ve Metodoloji Anabililim Dalı
esra.gedik@bozok.edu.tr
Dahili :
avesis.bozok.edu.tr
![](https://bozok.edu.tr/Uploadpicture/03db9039-a.png)
Dr. Öğr. Üyesi FİKRET YILMAZ
Bölüm Başkan Yardımcısı
Uygulamalı Sosyoloji Anabilim Dalı
fikret.yilmaz@bozok.edu.tr
Dahili :2791
avesis.bozok.edu.tr
![](data:image/png;base64,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)
Doç. Dr. ALPER MUMYAKMAZ
Kurumlar Sosyolojisi Anabilim Dalı
alper.mumyakmaz@bozok.edu.tr
Dahili :
avesis.bozok.edu.tr
![](data:image/png;base64,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)
Doç. Dr. EJDER ÇELİK
Genel Sosyoloji ve Metodoloji Anabililim Dalı
ejder.celik@bozok.edu.tr
Dahili :2655
avesis.bozok.edu.tr
![](data:image/png;base64,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)
Doç. Dr. HÜLYA ÇAKIR
Sosyometri Anabilim Dalı
hulya.cakir@bozok.edu.tr
Dahili :2683
avesis.bozok.edu.tr
![](data:image/png;base64,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)
Arş. Gör. FATİH KARS
Kurumlar Sosyolojisi Anabilim Dalı
fatih.kars@bozok.edu.tr
Dahili :
avesis.bozok.edu.tr