Dr. Cheon Seoung Ryoo | Error Control Awards | Best Researcher Award
Dr. Cheon Seoung Ryoo, Department of Mathematics, Hannam University, South Korea
Prof. Cheon Seoung Ryoo is a distinguished mathematician currently serving as Professor at Hannam University, South Korea. He earned his Doctor of Philosophy in Mathematics from Kyushu University, Japan in 1998, following earlier degrees from Kyungpook National University in Taegu. Prof. Ryoo’s expertise lies in Numerical Analysis and Scientific Computing, focusing on error analysis, interval analysis, partial differential equations, boundary value problems, sequences, sets, numbers, polynomials, and analytic theory of Zeta and L-functions. He has held significant leadership roles, including Dean of the College of Smart Interdisciplinary Engineering and Director of the Institute of Mathematical Sciences at Hannam University, contributing extensively to mathematical research and education in Korea.
Professional Profile:
Scopus
🎓 Academic Journey:
Prof. Cheon Seoung Ryoo is a distinguished mathematician currently serving as Professor at Hannam University, Korea. He obtained his Doctor of Philosophy in Mathematics from Kyushu University, Japan in 1998, following earlier degrees from Kyungpook National University in Taegu.
🔍 Areas of Expertise:
His research spans Numerical Analysis and Scientific Computing, with specialization in:
- Error analysis and interval analysis
- Partial differential equations and boundary value problems
- Sequences, sets, numbers, and polynomials
- Zeta and L-functions: analytic theory, p-adic functional analysis
🏫 Professional Roles:
Prof. Ryoo has held significant academic positions, including Dean of the College of Smart Interdisciplinary Engineering and Director of the Institute of Mathematical Sciences at Hannam University. He has been a pivotal figure in advancing mathematical research and education in Korea.
Publication Top Notes:
Title: Some properties of the higher-order q-poly-tangent numbers and polynomials
Year: 2024
Title: Numerical investigation of zeros of the fully modified (p, q)-poly-Euler polynomials
Year: 2024
Title: On some extensions for degenerate Frobenius-Euler-Genocchi polynomials with applications in computer modeling
Year: 2024
Title: Difference Equations and Julia Sets of Several Functions for Degenerate q-Sigmoid Polynomials
Year: 2023
Title: Some Explicit Properties of Frobenius–Euler–Genocchi Polynomials with Applications in Computer Modeling
Year: 2023