Istanbul Technical University | Turkey
Prof. Fusun Ozen Zengin has made significant contributions to differential geometry, with a research focus on symmetric, Ricci-type, and quasi-Einstein manifolds, as well as modified gravity theories. She has supervised several master’s and doctoral theses on specialized topics in Riemannian and pseudo-Riemannian geometry, guiding scholars who later published extensively in the field. She has held key administrative positions at Istanbul Technical University, including Head of Programme and Head of Commission in both the Department of Mathematics and Mathematical Engineering. Her scholarly output is remarkable, with over 50 international refereed journal publications, including recent works on Z-symmetric spacetimes, curvature tensors, and F(R)-gravity theories, published in reputed journals such as Journal of Geometry and Physics, Fortschritte der Physik, Filomat, and Letters in Mathematical Physics. She has also presented research in numerous international conferences, authoring both full papers and abstracts, and has published two scientific books with LAP Lambert Academic Publishing. Her academic leadership, consistent publication record, and collaborative research with international scholars highlight her strong influence in global mathematical research.
Profile: Scopus | Google Scholar | Orcid
Featured Publications
"Gradient Einstein-type spacetimes and modified gravity"
"On spacetimes admitting quasi-constant curvature tensor"
"ON Z-SYMMETRIC MANIFOLD WITH CONHARMONIC CURVATURE TENSOR IN SPECIAL CONDITIONS"
"Impact of quasi-constant curvature in f (R, G) and f (R, T)-gravity"
"Certain investigations of pseudo Z-symmetric spacetimes"