Mohammad Kang

Professor Mohammad Kang came to Carthage from Wayne State University, where he completed his undergraduate studies and earned his Ph.D. in Mathematics. His dissertation, under the guidance of Professor Andrew Salch, was focused on proving a long-standing conjecture in stable homotopy theory. He is also interested in topological data analysis and mathematics education.

At Wayne State, Prof. Kang became involved with the Emerging Scholars Program, the Downtown Boxing Gym, and the Math Corps. He is invested in the collaborative social justice movement of kindness that the Math Corps commits itself to.

In his free time, Prof. Kang enjoys going for walks and producing music using sampling.

• Ph.D. — Mathematics, Wayne State University
• M.S. — Mathematics, Wayne State University
• B.S. — Mathematics, Wayne State University

• MTH 1070: Functions, Graphs, and Analysis

• Algebraic Topology
• Topological Data Analysis
• Mathematics Education

• Leonard Boehm Heart of Teaching Award, Wayne State University
• Garrett T. Heberlein Excellence in Teaching Award for Graduate Students, Wayne State University

• 2022. H. Abdallah, A. Regalski, M. Kang, M. Berishaj, N. Nnadi, A. Chowdury, V. Diwadkar, A. Salch, Statistical inference for persistent homology applied to simulated fMRI time series data, Foundations of Data Science. [http://aimsciences.org/article/doi/10.3934/fods.2022014]