Difference between revisions of "Unilateral convolution is associative"

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(Created page with "==Theorem== Convolution is associative, i.e. $$(f*g)*h = f*(g*h).$$ ==Proof== ==References== Category:Theorem Category:Unproven")
 
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==Theorem==
 
==Theorem==
[[Convolution]] is associative, i.e.
+
[[Unilateral convolution]] is associative, i.e.
 
$$(f*g)*h = f*(g*h).$$
 
$$(f*g)*h = f*(g*h).$$
  

Revision as of 13:42, 20 January 2023

Theorem

Unilateral convolution is associative, i.e. $$(f*g)*h = f*(g*h).$$

Proof

References