applied mathematics
黎曼-刘维尔导数
Riemann-Liouville derivativeA generalization of the classical derivative used in fractional calculus to model phenomena with memory and hereditary properties. / 一种用于建模具有记忆和遗传特性的现象的经典微积分的广义导数。
- Knowledge type
- 数学理论
- First proposed or discovered
- Proposer
- Turkey Farm member
- Creator
- 农场主
- Last updated
- 2026-11-04 22:06:05
Sub-knowledge points
Initial value problemFractional differential equation
Higher-order knowledge points
No connected node yet
Main parameters and performance indicators
order: A real number indicating the order of the derivative, often denoted as α
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Related literature
ranked by community starsOn the physical meaning of initial values of fractional differential equations with Riemann-Liouville derivatives via intermediate and state variablesOpen source
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1 recordsRecord title: Riemann-Liouville derivative.
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