Circular convolution: Difference between revisions

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The second integral is called the '''periodic convolution'''<ref name=Oppenheim/><ref name=Jeruchim/><ref name=Udayashankara/> of functions ''x''<sub>''T''</sub> and ''h''<sub>''T''</sub>.&nbsp; When ''x''<sub>''T''</sub> is expressed as the [[periodic summation]] of another function, ''x'', the same operation may also be referred to as a '''circular convolution'''<ref name=Oppenheim/><ref name=Udayashankara/><ref name=Priemer/> of functions ''h'' and ''x''.{{efn-ua
|This terminology is not consistent across all authors. Some authors consider them synonymous. And others interchange them with each other.{{efn-la
|[[#refMcGillem|McGillem and Cooper]], p 172 (4-5 & 4-6)}}
}}