Emmanuel Appiah

Emmanuel Appiah
Emmanuel Appiah
Assistant Professor

Education

  • Ph.D., Mathematics, University of South Florida, 2018
  • M.A., Mathematics (with concentration in Statistics), University of South Florida, 2012
  • B.S., Mathematics and Computer Science, University of Ghana, 2006

Professional Interests

  • Differential Equations
  • Mathematical Statistics
  • Time-to-event dynamic processes
  • Integrable Systems

Selected Recent Publications

  • E.A. Appiah and G.S. Ladde. (2016). Linear hybrid deterministic dynamic modeling for time-to-event process: State and parameter estimations, International Journal of Statistics and Probability, 5(6),  32.
  • Solomon Manukure, Wen-Xiu Ma, and Emmanuel Appiah. (2015). A tri-hamiltonian formulation of a new soliton hierarchy associated with so (3, R). Applied Mathematics Letters, 39:28{30}.
  • Ma, Wen-Xiu and Shi, Chang-Guang and Appiah, Emmanuel A. and Li, Chunxia and Shen, Shoufeng. (2014). An integrable generalization of the Kaup–Newell soliton hierarchy. Physica Scripta, 89:8, 085203

Contact Information

Emmanuel Appiah, Ph.D.
Assistant Professor, Department of Mathematics
Prairie View A&M University
320 W.R. Banks Building
P. O. Box 519-MS 2225
Prairie View, TX 77446-0519
Phone: (936) 261-1980
Fax: (936) 261-2088
Email: emappiah@pvamu.edu