周勇

計算機科學與工程學院

ORCID: 0000-0002-4099-8077

ResearcherID: K-7875-2015

成果: 399 件 | 合作者:221 

WOS核心合集引用:12048 | H Index:57 | WOS收錄:341

CNKI收錄:24 | SCOPUS收錄:369

論文: 399

論文: 399 篇 上傳 編輯 糾錯 可能是周勇的文章 匯出

1.Characterization of solutions in Besov spaces for fractional Rayleigh-Stokes equations

Peng, L, Zhou, Y

COMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION[1007-5704], Published 2025, Volume 140,

收錄情况: WOS SCOPUS

WOS核心合集引用: 0  2024影響因子:  3.8 

2.Existence and optimal control of Hilfer fractional evolution equations

Zhou, M, Zhou, Y, He     More...

DEMONSTRATIO MATHEMATICA[0420-1213], Published 2025, Volume 58, Issue 1,

收錄情况: WOS SCOPUS

WOS核心合集引用: 1  2024影響因子:  2.1 

3.Existence and Controls for Fractional Evolution Equations

Chen, Y, Zhou, Y

AXIOMS, Published 2025, Volume 14, Issue 5,

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WOS核心合集引用: 0 

4.Existence of Mild Solutions for Fractional Integrodifferential Equations with Hilfer Derivatives

Zhou, M, Zhou, Y

MATHEMATICS[2227-7390], Published 2025, Volume 13, Issue 9,

收錄情况: WOS SCOPUS

WOS核心合集引用: 0  2024影響因子:  2.2 

5.Existence of Hilfer Fractional Evolution Inclusions with Almost Sectorial Operators

Zhou, M, Zhou, Y

MATHEMATICS[2227-7390], Published 2025, Volume 13, Issue 9,

收錄情况: WOS SCOPUS

WOS核心合集引用: 0  2024影響因子:  2.2 

6.Existence of Global Mild Solutions for Nonautonomous Abstract Evolution Equations

Zhou, M, Liang, Y, Z     More...

MATHEMATICS[2227-7390], Published 2025, Volume 13, Issue 11,

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WOS核心合集引用: 1  2024影響因子:  2.2 

7.Well-Posedness of the Nonlinear Fractional Rayleigh-Stokes Equations on the Heisenberg Group

Liu, XL, Zhou, Y

QUALITATIVE THEORY OF DYNAMICAL SYSTEMS[1575-5460], Published 2025, Volume 24, Issue 4,

收錄情况: WOS SCOPUS

WOS核心合集引用: 0  2024影響因子:  2.1 

8.Topology structure of solution set of fractional non-autonomous evolution inclusions

Yang, YZ, Zhou, Y

ZEITSCHRIFT FUR ANALYSIS UND IHRE ANWENDUNGEN[0232-2064], Published 2025, Volume 44, Issue 3-4, Pages 459-484

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WOS核心合集引用: 0  2024影響因子:  0.7 

9.Existence and Convergence of Solutions to the ψ$$ \psi $$-Caputo Fractional Navier-Stokes-Voigt Equations Via the Rothe Method

Gong, LX, Zhou, Y

MATHEMATICAL METHODS IN THE APPLIED SCIENCES[0170-4214], Published 2025,

收錄情况: WOS SCOPUS

2024影響因子:  1.8 

10.Well-Posedness of Mild Solutions for the Fractional Navier-Stokes Equations in Besov Spaces

Xi, XX, Zhou, Y, Hou     More...

QUALITATIVE THEORY OF DYNAMICAL SYSTEMS[1575-5460], Published 2024, Volume 23, Issue 1,

收錄情况: WOS SCOPUS

WOS核心合集引用: 3  2024影響因子:  2.1  发表年影響因子:  2.1 

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