Min Chung
Department
Mathematics
Areas of Expertise

theory of wavelets, harmonic analysis

Education
Ph.D., Indiana University

Min Chung

Professor and Department Chair of Mathematics

Recent courses taught:

  • MATH – 121 Single Variable Calculus
  • MATH – 220 Linear Algebra
  • MATH – 233 Multivariable Calculus
  • MATH – 235 Advanced Single Variable Calculus
  • MATH – 311 Differential Equations
  • MATH – 420 Abstract Algebra
  • MATH – 431 Real Analysis

Selected publications:

  • Chung, M. 2012. Perturbation of the Haar wavelet using Bessel sequences, International Journal of Mathematical Analysis Vol. 6, no. 5, 229-234.
  • Chung, M. 2012. The construction of the Lemarie-Meyer smooth wavelets with respect to a Riesz basis, International Journal of Mathematical Analysis Vol. 4, no. 38, 1891-1898.
  • Chung, M. 2012. Local sine and cosine bases of Coifman and Meyer type and the construction of smooth wavelets (Ph.D. thesis), 2004.
  • Chung, M. 2003. Riesz bases of Coifman and Meyer’s local sine and cosine type, Journal of Mathematical Analysis and Applications 285. 456-462.

College service and professional affiliations:

  • Faculty Council
  • American Mathematical Society
  • Mathematics Association of America