Tunahan Turhan
Papers
1
Total Citations
2
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1
About
Dr. Tunahan Turhan is a mathematician whose research centers on differential geometry, with a particular focus on the geometry of null curves and lightlike surfaces in Minkowski spacetime. His most-cited work, "A Study on a Ruled Surface with Lightlike Ruling for a Null Curve with Cartan Frame" (2012), makes a significant contribution to the field by investigating the curvature functions of ruled surfaces generated by lightlike rulings. In this study, Dr. Turhan employs the Cartan frame—a specialized moving frame for null curves—to derive novel relations between the curvature functions of these ruled surfaces and those of their central normal surfaces. This work, which has garnered 2 citations, is notable for advancing the understanding of lightlike geometry, an area with implications for general relativity and theoretical physics. Dr. Turhan’s research is characterized by its rigorous mathematical formalism and its exploration of the intricate interplay between curve and surface geometry in Lorentzian settings, marking him as a dedicated scholar in this specialized branch of mathematics.
Research Focus
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Top Papers
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