\begin{definition}[Definition:Constant Distribution]
Let $\map \DD {\R^n}$ be the test function space.
Let $T : \map \DD {\R^n} \to \C$ be a distribution.
Let $c \in \C$ be a complex number.
Suppose, $T$ is generated by $c$:
:$T = T_c$
Then $T$ is called the '''constant distribution'''.
Category:Definitions/Functional Analysis
Category:Definitions/Distributions
\end{definition}