1.Fractional sewage treatment models with impulses at variable times

Wang, JR, Zhou, Y, W     More...

Wang, JR, Zhou, Y, Wei, W     Less

APPLICABLE ANALYSIS[0003-6811], Published 2013, Volume 92, Issue 9, Pages 1959-1979

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WOS核心合集引用: 4  2023影響因子:  1.1  发表年影響因子:  0.684 

2.Regularization of a backward problem for 2-D time-fractional diffusion equations with discrete random noise

Tuana, NH, Huynh, LN     More...

Tuana, NH, Huynh, LN, Zhou, Y     Less

APPLICABLE ANALYSIS[0003-6811], Published 2019, Volume 100, Issue 2, Pages 335-360

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WOS核心合集引用: 5  2023影響因子:  1.1  发表年影響因子:  1.107 

3.Hermite-Hadamard-type inequalities for Riemann-Liouville fractional integrals via two kinds of convexity

Wang, JR, Li, XZ, Fe     More...

Wang, JR, Li, XZ, Feckan, M, Zhou, Y     Less

APPLICABLE ANALYSIS[0003-6811], Published 2013, Volume 92, Issue 11, Pages 2241-2253

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WOS核心合集引用: 97  2023影響因子:  1.1  发表年影響因子:  0.684 

4.On a problem for the nonlinear diffusion equation with conformable time derivative

Au, VV, Baleanu, D,     More...

Au, VV, Baleanu, D, Zhou, Y, Can, NH     Less

APPLICABLE ANALYSIS[0003-6811], Published 2021,

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WOS核心合集引用: 6  2023影響因子:  1.1  发表年影響因子:  1.278 

5.Fractional Landweber method for an initial inverse problem for time-fractional wave equations

Huynh, LN, Zhou, Y,     More...

Huynh, LN, Zhou, Y, O'Regan, D, Tuan, NH     Less

APPLICABLE ANALYSIS[0003-6811], Published 2021, Volume 100, Issue 4, Pages 860-878

收錄情况： WOS SCOPUS

WOS核心合集引用: 12  2023影響因子:  1.1  发表年影響因子:  1.278