View source for Set of all derivations of a germ at a point

'''Note:''' not to be confused with: [[Set of all derivations at a point]]

'''Note:''' should have called this page "Set of all derivations of germs at a point"
==Definition==
<math>\mathcal{D}_p(\mathbb{R}^n)</math><ref>Loring W. Tu - An introduction to manifolds - Second Edition</ref><ref>John M Lee - Introduction to smooth manifolds - second edition</ref> denotes the set of all [[Derivation|derivations]] of the form <math>D:C^\infty_p(\mathbb{R}^n)\rightarrow\mathbb{R}</math>, that is - it is a derivation of a set of [[Germ|germs]] - which is [[The set of all germs of smooth functions at a point]].

==See also==
* [[Set of all derivations at a point]]
* [[Germ]]
* [[Tangent space]]

==References==
<references/>

{{Definition|Manifolds|Differential Geometry}}