Programmer Guide/SPU Reference/DOT: Difference between revisions

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{{DISPLAYTITLE:{{SUBPAGENAME}}}}
{{DISPLAYTITLE:{{SUBPAGENAME}}}}
Dot product of <var>A</var> and <var>B<var>.
Dot product of <var>A</var> and <var>B</var>.
==<code>[SPU RMS <var>A B</var> OUT <var>Y</var>]</code>==
==<code>[SPU DOT <var>A B</var> OUT <var>Y</var>]</code>==
{|class="einrahmen"
{|class="einrahmen"
!In !!Out !!Description
!In !!Out !!Description
Line 7: Line 7:
|<var>A<sub>number</sub></var>, <var>B<sub>number</sub></var>
|<var>A<sub>number</sub></var>, <var>B<sub>number</sub></var>
|<var>Y<sub>number</sub></var>
|<var>Y<sub>number</sub></var>
|<var>Y</var> = <math>A.B|A|</math>
|<math>Y=A.B</math>
|-
|-
|<var>A<sub>vector</sub></var>  
|<var>A<sub>vector</sub></var>, <var>B<sub>vector</sub></var>  
|<var>Y<sub>number</sub></var>
|<var>Y<sub>number</sub></var>
|<var>Y</var> = <math>\sqrt{\frac{1}{n}\sum_{i=0}^{n-1}A[i]^2}</math>
|<math>Y=\sum_{i=0}^{n-1}A[i].B[i]</math>
|}
|}
with: n = length of <var>A<sub>vector</sub></var>
with: n = length of <var>A<sub>vector</sub></var>

Latest revision as of 08:29, 6 May 2011

Dot product of A and B.

[SPU DOT A B OUT Y]

In Out Description
Anumber, Bnumber Ynumber {\displaystyle Y=A.B}
Avector, Bvector Ynumber {\displaystyle Y=\sum _{i=0}^{n-1}A[i].B[i]}

with: n = length of Avector

See also

<SP-atoms>

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