Bo Yang

Bo Yang is a Professor of Mathematics at Kennesaw State University (KSU), affiliated with the Department of Mathematics within the College of Science and Mathematics. His research focuses on differential equations, particularly boundary value problems, nonlinear systems, and discrete mathematical models. He has contributed extensively to the understanding of positive solutions in higher-order equations and eigenvalue comparisons.

Research Interests: Dr. Yang's work centers on boundary value problems for differential and difference equations, with emphasis on existence, uniqueness, and estimation of positive solutions. His studies often involve advanced techniques from nonlinear analysis, spectral theory, and numerical methods. Key areas include higher-order equations (e.g., fourth-order, sixth-order systems), conjugate boundary conditions, and discrete beam equations.

Publications: Over 30 publications since 2000 highlight his expertise. Recent work (2023) explores p-Laplacian boundary value problems, eigenvalue comparisons, and parameter-dependent solutions. Earlier studies (2010–2011) addressed multi-point boundary conditions, singular systems, and Lidstone problems. His research bridges theoretical analysis with computational approaches, advancing solutions for both continuous and discrete systems.

Awards & Grants: No specific awards or grants are listed in the provided texts. His contributions are primarily reflected in peer-reviewed publications and academic collaborations.

Labs & Teams: While no specific lab affiliations are mentioned, his research impacts applied mathematics and engineering through the analysis of boundary value problems relevant to structural mechanics and mathematical modeling.