Main Article Content
Nonlinear Variational Inequalities (NVI) have gained prominence as a mathematical framework for modeling and analyzing complex phenomena in biomedical research. This article explores the applications and significance of NVI in the context of biomedical modeling. We delve into the mathematical foundations, numerical techniques, and real-world applications of NVI in areas such as drug delivery, tissue growth, and physiological processes. By understanding the role of NVI in biomedical modeling, researchers and practitioners can enhance their ability to simulate, analyze, and optimize biological systems.