Analysis & PDEs Group

Mathematical analysis has been instrumental in producing remarkable achievements such as calculus and the theory of real and complex continuous functions. The study of mathematical analysis has continued to progress, increasing the power and scope of the theory. Through our faculty's efforts, significant strides have been made in developing techniques to analyze partial differential equations of various kinds, enabling us to gain insight into the nature of their solutions.

 

Department Members in this Field

Faculty

 

Graduate Students

  • TBA

 

Publications
  • Dje, J.M.T., Sehba, B.F & Teyekpiti, V.T.: Norm Estimates for Hilbert-Type Operators on Logarithmic Lebesgue Spaces of the Positive Half-Line. Results in Mathematics. 80 (1), 36 (2025).
  • Asare-Tuah, A., Gonessa, J., Sehba, B. F.: Multilinear Schur-type tests and boundedness of multilinear Bergman-type operators. Monatshefte für Mathematik. 201 (1), 11-51 (2023).