Devisions

Analytical Chemistry

 

Prof. Dr. Abdürrezzak Emin Bozdoğan

 

Inorganic Chemistry

 

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

Prof. Dr. Nebahat DEMİRHAN

 

Biochemistry

 

http://www.kml.yildiz.edu.tr/images/images/12652.jpg

Prof. Dr. Ayşegül PEKSEL

 

Physical Chemistry

 

Prof. Dr. Zekiye ÇINAR

 

Organic Chemistry

 

Prof. Dr. Zuhal TURGUT