Assertion: distribution's support | /r/HasProperty | compact
Facets:
Source sentences:
text: If the support of a distribution T is compact then it has finite order and furthermore, there is a constant C and a non-negative integer
text: If the distribution T has compact support as well, then f∗T is a compactly supported function, and the Titchmarsh convolution theorem (Hörmander 1983, Theorem 4.3.3) implies that
text: \left\langle S,f_{\bullet }\right\rangle } , where if in addition the support of T is compact then it also induces a continuous linear map of C ∞ ( U × V ) → C ∞ ( U ) {\displaystyle C^{\infty }\left(U\times