Figen Locksmith

Professor Figen Locksmith is a faculty member in the Department of Mathematics at the Faculty of Arts and Sciences, Igdir University, Turkey. She holds a doctorate from Universitaet Göttingen and has maintained active research contributions since the 1990s in complex dynamics and fractal geometry.

Her educational background includes:

• Doctorate in Mathematical Institute, Universitaet Göttingen (1999-2002), thesis: The Dynamics of Relaxed Newton's Method on the Exponential Functions and its Fractals
• Degree in Faculty of Science/Department of Mathematics, Gazi University (1994-1997), thesis: Prolongation of hypersurfaces into tangent bundles
• Licence in Faculty of Science/Department of Mathematics, Gazi University (1985-1992), thesis: 22222

Her research centers on complex dynamical systems, particularly the geometric properties of Newton's method iterations on rational and exponential functions. Key investigations include the structure of Julia sets (including checkerboard patterns), finiteness of basin areas, and applications of iterated function systems to distribution modeling. This work bridges pure mathematics with computational analysis through rigorous theoretical frameworks.

Publication trends from 2004-2014 reveal consistent focus on fractal geometry in dynamical systems, with increasing emphasis on statistical applications of iterated function systems. Her articles demonstrate methodological evolution from foundational studies of relaxed Newton's method to broader explorations of rational map dynamics and distribution estimation.

No scientific awards are documented in the provided materials.

Professor Locksmith served as principal investigator for the TÜBİTAK project Changes in the Movements of Exponential Transformations and Newton's Method, securing competitive research funding. While no formal advisees are listed, her conference presentations indicate active mentorship through academic collaborations. Laboratory facilities or dedicated research teams are not specified in available records.