NIST UNIVERSITY
Institute Park, Berhampur, Odisha-761008, India

Radhakrushna Sahoo

Dr. Radhakrushna Sahoo

Assistant Professor

Department of Mathematics (SCHOOL OF SCIENCE)

radhakrushna.sahoo@nist.edu
-

Education

Ph.D in
National Institute of Technology Raipur
2022
M.Sc in
Ravenshaw University Cuttack
2014
B. Sc in
Fakir Mohan University Balasore (RIHS College Bhograi)
2012

Work Experience

Assistant Professor
National Institute of Science and Technology, Berhampur
Guest Faculty
Buxi Jagabanhu Bidyadhar (BJB) Autonomous College Bhubaneswar

Research Interests

  • Wavelet Analysis
  • Time-Frequency Analysis
  • Fourier Analysis
  • Frame Theory
  • Wavelets methods for Partial Differential Equation
  • Harmonic Analysis
  • Gabor Analysis

Publications

  1. Sinha, A.K.; Sahoo, R., “Tight wavelet frames and smoothing minimally supported frequency in locally compact abelian groups" communicated in FILOMAT.
  2. Sinha, A.K.; Sahoo, R., “Chebyshev Wavelet based Numerical Method for solving singular perturbed nonlinear Benjamin–Bona–Mahony equation" communicated in Journal of Applied Mathematics and Computing.
  3. Sinha, A.K.; Sahoo, R., “Introducing higher order Haar wavelet method for solving three-dimensional partial differential equations" communicated in International Journal of Wavelets, Multiresolution and Information Processing.
  4. Sinha, A.K.; Sahoo, R., “Dual framelets transform on manifolds and graphs” communicated in Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie A. Matemáticas.
  5. Sinha, A.K.; Sahoo, R., “Second-formulation adaptive wavelet optimization technique applicable in material sciences”, IOP Series: Materials Science and Engineering, 798 (2020), 012040.
  6. Sinha, A.K.; Sahoo, R., “Wavelet Frames and Time-Frequency Localization in locally compact abelian groups”, Advances in Mathematics: Scientific Journal, 10(4) (2021), 2033–2044.
  7. Sinha, A.K.; Sahoo, R., “Numerical Study of Partial Differential Equations by an Adaptive Diffusion Wavelet Method”, International Journal of Applied and Computational Mathematics, 7(3) (2021), 71.
  8. Sinha, A.K.; Sahoo, R., “Riesz and Tight Wavelet Frame Sets in Locally Compact Abelian Groups”, Kyungpook Mathematical Journal, 61(2) (2021), 371-381.