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Author

Hwan-Yong Shin

Observed names: H.-G Shin, H.-Y. Shin, HWAN-YONG SHIN, Shin, H. -G.
Institution: Charles University
ORCID: 0000-0003-4789-0752
Observed ORCID: 0000-0003-4789-0752
OpenAlex ID: A5080370650
Refined stability of additive and quadratic functional equations in modular spaces
2017 · Hark-Mahn Kim, Hwan-Yong Shin · Journal of Inequalities and Applications · 18
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Hyers-ulam Stability of Quadratic Functional Equations on Divisible Square-symmetric Groupoid
2017 · G.H. Kim, H.-Y. Shin · International Journal of Pure and Apllied Mathematics · 4
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Approximately Quadratic Mappings in Non-archimedean Fuzzy Normed Spaces
2018 · Gwang Hui Kim, Hwan-Yong Shin · Nonlinear functional analysis and applications · 3
Approximate Cubic Lie Derivations on ρ -Complete Convex Modular Algebras
2018 · Hark-Mahn Kim, Hwan-Yong Shin · Journal of Function Spaces · 2
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Approximation of Almost Cubic Mappings by Cubic Mappings Via Modular Functional
2018 · Hark-Mahn Kim, Hwan-Yong Shin · Far East Journal of Mathematical Sciences (FJMS) · 1
Generalized Hyers-ulam Stability of Cubic Type Functional Equations in Normed Spaces
2015 · GWANG HUI KIM, HWAN-YONG SHIN · Journal of the Chungcheng Mathematical Society · 1
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Generalized Hyers--ulam Stability of Refined Quadratic Functional Equations
2015 · H.-M. Kim, H.-Y. Shin · International Journal of Pure and Apllied Mathematics · 1
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Determinant representations for Garvan formulas
2025 · Levin, D., Shin, H. -G., et al. · arXiv (Cornell University)
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Ulam Type Stability of A-Quadratic Mappings in Fuzzy Modular ∗-Algebras
2020 · Hark-Mahn Kim, Hwan-Yong Shin · Mathematics
Approximation of quadratic Lie ∗-derivations on ρ-complete convex modular algebras
2020 · Hark-Mahn Kim, Jin-Seok Park, et al. · Journal of Mathematical Inequalities
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Asymptotic Behavior of Almost Quartic ⁎-Derivations on Banach ⁎-Algebras
2019 · Hark-Mahn Kim, Hwan-Yong Shin, et al. · Journal of Function Spaces
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Approximation of Pompeiu's Point
2017 · Ick-Soon Chang, Hwan-Yong Shin · Kyungpook mathematical journal
REFINED HYERS-ULAM STABILITY OF MODULE LEFT (m,n)-DERIVATIONS IN METRIC SPACES
2016 · H.-M. Kim, H.-Y. Shin · International Journal of Pure and Apllied Mathematics
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Approximation of almost Sahoo–Riedel’s points by Sahoo–Riedel’s points
2015 · Hark-Mahn Kim, Hwan-Yong Shin · Aequationes Mathematicae
Hyers-ulam-rassias Stability of Lie $*$-derivations of a Cubic Functional Equation With Three Variables
2015 · I.-S. Chang, H.-Y. Shin · International Journal of Pure and Apllied Mathematics
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Additive Functional Equation With Several Variables and Its Stability
2014 · Hark-Mahn Kim, Hwan-Yong Shin · Journal of the Chungcheng Mathematical Society
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Works count: 17
Citation count: 30
H-index: 3
I10-index: 1
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