Assist. Prof. Dr. Bahadır Kopçasız, Istanbul Gelisim University, Turkey.
Publication Profile
Education and Experience
- B.Sc. in Mathematics (Karadeniz Technical University, 2015)
- M.Sc. in Applied Mathematics (Yeditepe University, 2018)
- Ph.D. in Applied Mathematics (Bursa Uludağ University, 2024)
- Assistant Professor at Istanbul Gelişim University (Current)
- Published extensively in SCI-Expanded journals, including Q1 and Q2 categories
- Frequent presenter at international scientific conferences
Summary Suitability For the award
Dr. Bahadır Kopçasız, a distinguished academic and researcher at İstanbul Gelişim University, is a leading figure in applied mathematics, particularly in nonlinear dynamics, optical solitons, and fractional-order equations. With a robust academic background, including a Ph.D. from Bursa Uludağ University, Dr. Kopçasız has consistently demonstrated exceptional research capabilities, making him an ideal candidate for the prestigious Best Researcher Award. His contributions have not only advanced the field of mathematical physics but also set a benchmark for innovation and scholarly excellence.
Professional Development
Dr. Bahadır Kopçasız actively engages in mathematical research, focusing on applied and computational mathematics with a special interest in nonlinear Schrödinger equations, soliton dynamics, and fractional-order systems. He has collaborated on cutting-edge projects, showcasing his ability to derive novel solutions using advanced mathematical frameworks. By exploring multi-wave interactions, chaotic behaviors, and bifurcation analyses, his work has paved the way for new insights into optical and geophysical systems. Additionally, Dr. Kopçasız is committed to mentoring aspiring mathematicians, contributing to the global scientific community with impactful research and presentations.
Research Focus
Dr. Kopçasız’s research encompasses applied mathematics, with a strong focus on nonlinear equations, soliton theory, and fractional calculus. He investigates complex dynamical systems, deriving analytical and numerical solutions to equations like the nonlinear Schrödinger and Korteweg–de Vries systems. His work has significant implications for optical solitons, quantum systems, and geophysical phenomena. Leveraging innovative mathematical methods, Dr. Kopçasız explores interactional phenomena, chaos theory, and conservation laws, bridging theory with real-world applications. His contributions enrich the fields of optical physics and applied nonlinear dynamics.
Publication Top Notes
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Exploration of Soliton Solutions for the Kaup–Newell Model Using Two Integration Schemes in Mathematical Physics (2025)
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Unveiling New Exact Solutions of the Complex-Coupled Kuralay System Using the Generalized Riccati Equation Mapping Method (2024)
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Contributors: Bahadır Kopçasız
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Inquisition of Optical Soliton Structure and Qualitative Analysis for the Complex-Coupled Kuralay System (2024)
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Innovative Integration Technologies for Kaup-Newell Model: Sub-Picosecond Optical Pulses in Birefringent Fibers (2024)
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Solitonic Structures and Chaotic Behavior in the Geophysical Korteweg–de Vries Equation: A μ-Symmetry and g′-Expansion Approach (2024)
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μ-Symmetries and μ-Conservation Laws for the Nonlinear Dispersive Modified Benjamin-Bona-Mahony Equation (2023)
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Analytical Soliton Solutions of the Fractional Order Dual-Mode Nonlinear Schrödinger Equation with Time-Space Conformable Sense by Some Procedures (2023) –