分数阶微分学
Fractional differential calculus
在分数阶次下的微分的数学学科成为分数阶微分学。分数微分学是描述非线性问题的方法和手段，研究分数微积分学有着重要的意义。本文从介绍定义、性质入手，引入分数微分学的结论，进而推导出微分学的罗尔定理。
数学
分数阶微分学分数阶微分学性质分数阶微分学的推论分数阶微分学的罗尔定理
高峰,杨小军,刘敬怀,张光振.分数阶微分学[EB/OL].(2008-06-06)[2025-09-27].http://www.paper.edu.cn/releasepaper/content/200806-140.点此复制
It is fractional differential calculus under the fractional-order differential mathematical disciplines. Fractional differential calculus is the nonlinear ways to describe and means to study. Meanwhile, Fractional differential calculus is of important significance. It is complied with starting introducing definition, the properties, is leads into fractional differential calculus deduction, and then deduces out fractional differential Rolle’s theorm.
Fractional differential calculusFractional differential calculus propertyFractional-order differential calculus inferenceFractional differential Rolle’s theorm.
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