The higher-order product rule is
(fg)(n)=∑k=0n(kn)f(k)g(n−k).
Ancestors (8)
Incoming links (87)
- Affine connection
- Base change for Kähler differentials
- Cartan curvature matrix equation
- Commutator identity for Lie derivatives
- Covariant derivative along a curve
- Dirac delta multiplication identity
- Existence and uniqueness of the Levi-Civita connection
- First-order algebraic differential operator decomposition
- Flow definition of the Lie derivative of a tensor field
- Horizontal connection associated to a covariant derivative
- Multiplication of a distribution by a smooth function
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- Projected ambient connection
- Second fundamental form of a holomorphic subbundle
- Symmetric square of a direct sum
- Tame Sobolev product estimate
- Tensor derivation
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