Synopsis of recent research by authors named "Adem Kılıcman"
- Adem Kılıcman's research primarily focuses on mathematical modeling and its applications in various scientific fields, notably in areas such as disease transmission dynamics and nonlinear systems, utilizing advanced mathematical techniques like fractional derivatives and chaotic systems.
- His work on dengue transmission models emphasizes the effectiveness of various intervention strategies, integrating mathematical concepts with real-world public health issues, particularly in Malaysia.
- Additionally, Kılıcman's studies span topics from geodesic semilocal E-preinvex functions to fractional calculus, thereby contributing significant insights into mathematical theory and its practical implications in optimization and statistical convergence.
