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Author

Yonghui Zhou

Observed names: Yong-Hui Zhou, Yonghui ZHOU, Zhou, Yonghui
Institution: Hexi University
ORCID: 0000-0001-5273-2260
Observed ORCID: 0000-0001-5273-2260
OpenAlex ID: A5066348989
Traveling waves in a delayed SIR model with nonlocal dispersal and nonlinear incidence
2018 · Shou-Peng Zhang, Yun-Rui Yang, et al. · Journal of Mathematical Physics · 22
Wave breaking and global solutions of the weakly dissipative periodic Camassa-Holm type equation
2021 · Shuguan Ji, Yonghui Zhou · Journal of Differential Equations · 20
Well-posedness and wave breaking for a class of integrable equations
2022 · Yonghui Zhou, Shuguan Ji · Mathematische Zeitschrift · 16
NovelWoods–Saxon stochastic resonance system for weak signal detection*
2020 · Yong-Hui Zhou, Xue-Mei Xu, et al. · Chinese Physics B · 13
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Globally conservative weak solutions for a class of nonlinear dispersive wave equations beyond wave breaking
2024 · Yonghui Zhou, Shuguan Ji, et al. · Journal of Differential Equations · 12
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Wave-breaking phenomena and global existence for the weakly dissipative generalized Novikov equation
2021 · Shuguan Ji, Yonghui Zhou · Proceedings of the Royal Society A Mathematical Physical and Engineering Sciences · 7
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Globally conservative weak solutions for a class of two-component nonlinear dispersive wave equations beyond wave breaking
2025 · Yonghui Zhou, Xiaowan Li, et al. · Journal of Differential Equations · 6
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Global solutions for the modified Camassa–Holm equation
2022 · Shuguan Ji, Yonghui Zhou · ZAMM ‐ Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik · 6
Stability of non-monotone critical waves in a population dynamics model with spatio-temporal delay
2018 · Yong-Hui Zhou, Yun-Rui Yang, et al. · Mathematics in Natural Science · 5
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Wave breaking phenomena and global existence for the weakly dissipative generalized Camassa-Holm equation
2021 · Yonghui Zhou, Shuguan Ji · Communications on Pure &amp Applied Analysis · 4
Optimization of exact controllability for fractional impulsive partial stochastic differential systems via analytic sectorial operators
2020 · Zuomao Yan, Yong-Hui Zhou · International Journal of Nonlinear Sciences and Numerical Simulation · 4
Persistence property for a weakly dissipative generalized Novikov equation
2025 · Yonghui Zhou, Xiaowan Li · Applied Mathematics Letters · 3
Uniqueness of globally conservative weak solutions for a class of nonlinear dispersive wave equations beyond wave breaking
2025 · Yonghui Zhou, Xiaowan Li · Zeitschrift für angewandte Mathematik und Physik · 3
On the Cauchy problem for a weakly dissipative coupled Camassa–Holm system
2023 · Dongxue Zhang, Yonghui Zhou, et al. · Monatshefte für Mathematik · 3
Well-posedness and wave breaking phenomena for the modified two-component Camassa–Holm system
2025 · Xiaowan Li, Shuguan Ji, et al. · Zeitschrift für angewandte Mathematik und Physik · 2
Positive solutions to a nonlinear eigenvalue problem
2020 · Yong-Hui Zhou · Journal of Mathematics and Computer Science · 2
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Stability of traveling waves in a population dynamic model with delay and quiescent stage
2018 · Yonghui ZHOU, Yunrui YANG, et al. · Acta Mathematica Scientia · 2
Wave breaking and persistence property of solutions for a weakly dissipative 3-component Camassa–Holm system
2024 · Yonghui Zhou, Xiaowan Li, et al. · Monatshefte für Mathematik · 1
Global stability of traveling wave fronts for a population dynamics model with quiescent stage and delay
2022 · Yonghui Zhou, Shuguan Ji · International Journal of Biomathematics · 1
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A new blowup criterion for strong solutions of a coupled periodic Camassa-Holm system
2024 · Zhou, Yonghui, Li, Xiaowan · arXiv (Cornell University)
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Asymptotic behavior of traveling waves for non-quasi-monotone system with delay
2021 · Yong-Hui Zhou, Wen-Di Li, et al. · Journal of Mathematics and Computer Science
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Global Stability of Traveling Waves with Non-Monotonicity for Population Dynamics Model
2020 · Yonghui ZHOU, Zuomao YAN, et al. · Tokyo Journal of Mathematics
Multiple Positive Solutions for a Fourth-Order Nonlinear Eigenvalue Problem
2016 · Yong-Hui Zhou, Yun-Rui Yang, et al. · Annals of Applied Mathematics
Works count: 23
Citation count: 132
H-index: 6
I10-index: 5
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