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A subclass of harmonic univalent functions with positive coefficients associated with fractional calculus operator

机译：具有与分数阶微积分算子相关的正系数的谐波单叶函数的子类

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R. Agarwal; S. Porwal; Anokhe Pathak; R. Misra;
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年度 2012
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1. A subclass of harmonic univalent functions with positive coefficients associated with fractional calculus operator [J] . A. L. Pathak, S. Porwal, R. Agarwal, Journal of Nonlinear Analysis and Application . 2012,第1期

机译：与分数微积分算子相关的具有正系数的谐波单价函数的子类
2. A subclass of harmonic univalent functions with negative coefficients usingfractional calculus operator [J] . V. Swaminathan, Y. B. Venkatakrishnan International mathematical forum . 2009,第17a20期

机译：使用分数演算符的负系数谐波单价函数的子类
3. A subclass of harmonic univalent functions with negative coefficients usingfractional calculus operator [J] . V. Swaminathan, Y. B. Venkatakrishnan International mathematical forum . 2009,第17a20期

机译：使用分数演算符的负系数谐波单价函数的子类
4. Coefficient bounds for a new subclass of Bi-univalent functions defined by q-fractional derivative operator [C] . G. Saravanan, K. Muthunagai National Conference on Mathematical Analysis and Computing . 2019

机译：由Q分数衍生算子定义的双单价函数的新子类系数界限
5. Positive operators in the functional calculus [D] . Melton, Raymond T. 2002

机译：函数演算中的正算子
6. Coefficient Estimates for Initial Taylor-Maclaurin Coefficients for a Subclass of Analytic and Bi-Univalent Functions Defined by Al-Oboudi Differential Operator [O] . Serap Bulut 2013

机译：Al-Oboudi微分算子定义的解析和双单价函数子类的初始Taylor-Maclaurin系数的系数估计
7. ON POSITIVITY OF TAYLOR COEFFICIENTS OF CONFORMAL MAPS (Study on Applications for Fractional Calculus Operators in Univalent Function Theory) [O] . Sugawa Toshiyuki 2004

机译：形映射的泰勒系数的正性（单价函数理论中分数微积分算子的应用研究）

A subclass of harmonic univalent functions with positive coefficients associated with fractional calculus operator

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