Dr. Gowrisankar A

Designation : Assistant Professor Senior Grade 2
School / Centre : School of Advanced Sciences
Department : Mathematics

Educational Details

The Gandhigram Rural Institute (Deemed to be University)

Ph.D.
Fractal Analysis (Mathematics)
Graduated in 2017

The Gandhigram Rural Institute (Deemed to be University)

M.Sc.
Mathematics
Graduated in 2012

Govt. Arts College, Udumalpet

B.Sc.
Mathematics
Graduated in 2010

Govt. Arts College, Udumalpet

Govt. Arts College, Udumalpet
Operation Research (Mathematics)
Graduated in 2010

Post Doctoral Experiences

Institute Post-Doctoral Fellow (IPDF), Indian Institute of Technology Guwahati


Research Details

Areas of Specialization
  • 1. Fractal Analysis - Fractal Interpolation Functions
  • Multifractal Analysis
  • 2. Nonlinear Dynamics and Chaos
  • 3. Fractional Calculus
  • 4. Artificial Intelligence

: 16
: 20

On-going Consultancy Project Details

Title Funding Agency
Perturbed fractal splines and its Caputo-fractional derivative in the modelling of chaotic attractors Science and Engineering Research Board (SERB), DST, Govt. of India.
Fractal Interpolation Methods for Analysing Global Climate Dynamics Based on the Greenhouse Gas Emissions Vellore Institute of Technology, Vellore

Books / Book Chapters Published Details

Title Publisher Published Year
1. Fractal Patterns in Nonlinear Dynamics and Applications, CRC Press, Taylor & Francis Group, ISBN-13: 978-1498741354 (2019). CRC Press 2019
2. Fractal Functions, Dimensions and Signal Analysis, Springer Cham, (2021). ISBN: 978-3-030-62672-3 Springer Cham 2021
3. Local Countable Iterated Function Systems, ICAMS-2017 - Trends in Mathematics - Springer Book Series, 1, 169--175, 2018 Springer Book Series 2018
4.Fractal Patterns with MATLAB, SpringerBriefs in Complexity Springer Cham 2024

Awards & Recognitions Details

  • 1. Distinguished EPJ Referees-2021

Other Information

Editorial Experience : 1. EPJ ST Special Issue: Framework of Fractals in Data Analysis: Theory and Interpretation, The European Physical Journal Special Topics, Issue 965-967, 2023., 2. EPJ ST Special Issue: Frontiers of Fractals for Complex Systems: Recent Advances and Future Challenges, The European Physical Journal Special Topics, Issue 21-22, 2021