Akademisyen profili · PROFESÖR
MELEK ERDOĞDU
NECMETTİN ERBAKAN ÜNİVERSİTESİ
- Ana Dal Fen Bilimleri ve Matematik Temel Alanı
- Yan Dal Matematik
- FEN FAKÜLTESİ
- MATEMATİK VE BİLGİSAYAR BİLİMLERİ BÖLÜMÜ
Scopus (SJR)
Q1
3
Q2
8
Q3
17
Q4
3
WoS (JCR)
Q1
5
Q2
11
Q3
10
Q4
9
TR Index
11
makale
Makaleler
- 2026 Hasimoto Formulations of the Deformed Heisenberg Spin Equation via Hyperbolic and Complex Vector Structures
- 2026 Wave Dynamics of Osculating Pseudo Null Flow by Anholonomic Perspectives
- 2026 Hasimoto Type Mappings for Deformed Heisenberg Spin Equation
- 2026 Generalized null Cartan Mannheim mates by means of differential equations for position vectors
- 2025 Timelike Curves in Minkowski Space Exploring Anholonomic Coordinates Surface Interactions and Soliton Connections
- 2025 Physical Interpretations and Geometric Structures of Soliton Behavior in Spacelike Curves Using Anholonomic Coordinates
- 2025 Dynamics of Spacelike Curves Using Differential Geometric Methods with Anholonomic Coordinates
- 2025 Analytical Formulation of Non-Lightlike Offset Curves and Their Bertrand Structure in Minkowski Space
- 2024 Parallel surfaces of the non-lightlike solution of vortex filament equations
- 2024 Geometric Analysis of the NLS Surface with the Pseodu Null Darboux Frame of Spacelike Curve
- 2024 Soliton Surfaces by Landau Lifshitz Equations with Null Cartan Curve
- 2023 Betchov-Da Rios Equation by Null Cartan, Pseudo Null and Partially Null Curve in Minkowski Spacetime
- 2023 Differential Geometric Approach of Betchow-Da Rios Soliton Equation
- 2022 Evolving evolutoids and pedaloids from viewpoints of envelope and singularity theory in Minkowski plane
- 2022 Congruence of degenerate surface along pseudo null curve and Landau-Lifshitz equation
- 2022 Nonnull Soliton Surface Associated with Betchow Da Rios Equation
- 2022 Electromagnetic waves along pseudo null curves in Minkowski space
- 2022 On differential analysis of spacelike flows on normal congruence of surfaces
- 2022 On Backlund transformation and motion of null Cartan curves
- 2022 Some New Properties of Surfaces Generated by Null Cartan Curves