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Fangfang Shi

Observed names: FANGFANG SHI, Shi, Fangfang
Institution: Tongling University
ORCID: 0000-0002-5900-3543
Observed ORCID: 0000-0002-5900-3543
OpenAlex ID: A5084162937
The Properties of Harmonically cr-h-Convex Function and Its Applications
2022 · Wei Liu, Fangfang Shi, et al. · Mathematics · 30
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Some inequalities for cr-log-h-convex functions
2022 · Wei Liu, Fangfang Shi, et al. · Journal of Inequalities and Applications · 26
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Lagrangian dual theory and stability analysis for fuzzy optimization problems
2023 · Fangfang Shi, Guoju Ye, et al. · Information Sciences · 20
Some Fractional Hermite–Hadamard Type Inequalities for Interval-Valued Functions
2020 · Fangfang Shi, Guoju Ye, et al. · Mathematics · 20
Some fractional Hermite–Hadamard-type inequalities for interval-valued coordinated functions
2021 · Fangfang Shi, Guoju Ye, et al. · Advances in Difference Equations · 19
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A class of nonconvex fuzzy optimization problems under granular differentiability concept
2023 · Fangfang Shi, Guoju Ye, et al. · Mathematics and Computers in Simulation · 13
On Atangana–Baleanu fractional granular calculus and its applications to fuzzy economic models in market equilibrium
2024 · Xuelong Liu, Guoju Ye, et al. · Journal of Computational and Applied Mathematics · 4
On dual problems of second order for ( ηξ )-bonvex interval-valued control problems
2025 · Cristina-Florentina Pîrje, Savin Treanţă, et al. · Control and Cybernetics · 3
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Fuzzy discrete fractional granular calculus and its application to fractional cobweb models
2024 · Xuelong Liu, Guoju Ye, et al. · Applied Mathematics and Computation · 3
Optimality and duality for nonconvex fuzzy optimization using granular differentiability method
2024 · Fangfang Shi, Guoju Ye, et al. · Information Sciences · 3
Some integral inequalities for coordinated log-$ h $-convex interval-valued functions
2021 · Fangfang Shi, Guoju Ye, et al. · AIMS Mathematics · 3
Strengthened Version of Fractional Hermite–hadamard–mercer Inequalities for Harmonically Convex Functions Based on Jensen–mercer Inequality
2025 · FANGFANG SHI, MUHAMMAD AMIR ALI, et al. · Fractals · 1
LOCAL FRACTIONAL OSTROWSKI-TYPE INEQUALITIES FOR GENERALIZED s-φ-CONVEX FUNCTION ON FRACTAL SETS
2025 · YANRONG AN, MUHAMMAD AAMIR ALI, et al. · Fractals · 1
Optimality conditions for nonsmooth fuzzy optimization models under the gH-weak subdifferentiability
2023 · Fangfang Shi, Guoju Ye, et al. · Computational and Applied Mathematics · 1
Fritz-John optimality condition in fuzzy optimization problems and its application to classification of fuzzy data
2023 · Shi, Fangfang, Ye, Guoju, et al. · arXiv (Cornell University) · 1
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An interval rough number variable precision rough sets model and its attribute reduction
2023 · Wei Liu, Qihan Liu, et al. · Journal of Intelligent & Fuzzy Systems · 1
Some New Generalized Fractional Hermite–hadamard–mercer Inequalities Through Jensen–mercer Inequality
2026 · FANGFANG SHI, MUHAMMAD AAMIR ALI, et al. · Fractals
Optimality conditions for fuzzy optimization problems and its application to classification problems with fuzzy data
2026 · Fangfang Shi, Guoju Ye, et al. · Journal of Computational and Applied Mathematics
Characterization and Existence Results of Solutions in Non-convex Controlled Minimization Models
2025 · Savin Treanță, Marilena Ciontescu, et al. · Annals of the Academy of Romanian Scientists Series on Mathematics and Its Application
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On preinvex interval-valued functions and unconstrained interval-valued optimization problems
2023 · Fangfang Shi, Guoju Ye, et al. · RAIRO - Operations Research
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Interval-valued Iq^b-calculus and applications
2023 · Fangfang Shi, Guoju Ye, et al. · Miskolc mathematical notes/Mathematical notes
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Works count: 22
Citation count: 149
H-index: 6
I10-index: 6
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