Corina Karim, S.Si., M.Si., Ph.D., is a lecturer at the Department of Mathematics, Faculty of Mathematics and Natural Sciences, Universitas Brawijaya (UB), Malang, Indonesia. She erned her Doctor of Philosophy degree from Kumamoto University, Japan. At UB, she leads the Laboratory of Analysis, focusing on real analysis, harmonic analysis, and nonlinear partial differential equations.

She specializes in mathematical analysis and partial differential equations, particularly in the study of p-Laplacian systems and the regularity of weak solutions. Her research contributions include studies on Hölder regularity, local boundedness of weak solutions, and the existence of global weak solutions in evolutional p-Laplacian systems. Her work employs advanced mathematical techniques such as Campanato’s direct approach and the intrinsic scaling method, significantly contributing to the understanding of nonlinear differential systems.

Beyond pure mathematics, Corina Karim, Ph.D has explored interdisciplinary applications, including artificial intelligence and optimization. Her research includes using neural networks for terrain classification and applying ant colony optimization algorithms to manufacturing scheduling problems. In addition to her research, she actively participates in academic workshops and interdisciplinary collaborations, such as a workshop on assessment methodologies at UB’s Faculty of Computer Science in 2024. Her dedication to both theoretical and applied mathematics makes her a highly respected figure in the academic community.