Template:LaTeX mapping operators/doc: Difference between revisions

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Who says pipes are used with tempered vals/monzos?
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{{Shortcut|texmap}}
{{Shortcut|texmap}}


{| class="wikitable" style="text-align: center;"
{| class="wikitable"
|+ style="font-size: 105%;" | Pre-defined LaTeX control sequences for interval vectors
|+ style="font-size: 105%;" | Pre-defined LaTeX control sequences for interval vectors
|-
|-
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| <code>{{nowrap|\tmonzo{{(}}-4 & 4 & -1{{)}}}}</code>
| <code>{{nowrap|\tmonzo{{(}}-4 & 4 & -1{{)}}}}</code>
| <math>\tmonzo{-4 & 4 & -1}</math>
| <math>\tmonzo{-4 & 4 & -1}</math>
| [[Tmonzos and tvals|Tempered monzo]]
| Monzo (pipe variant)
|-
|-
| <code>bimonzo</code>
| <code>bimonzo</code>
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| <code>{{nowrap|\bitmonzo{{(}}-4 & 4 & -1{{)}}}}</code>
| <code>{{nowrap|\bitmonzo{{(}}-4 & 4 & -1{{)}}}}</code>
| <math>\bitmonzo{-4 & 4 & -1}</math>
| <math>\bitmonzo{-4 & 4 & -1}</math>
| Tempered bimonzo
| Bimonzo (pipe variant)
|-
|-
| <code>trimonzo</code>
| <code>trimonzo</code>
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| <code>{{nowrap|\tritmonzo{{(}}-4 & 4 & -1{{)}}}}</code>
| <code>{{nowrap|\tritmonzo{{(}}-4 & 4 & -1{{)}}}}</code>
| <math>\tritmonzo{-4 & 4 & -1}</math>
| <math>\tritmonzo{-4 & 4 & -1}</math>
| Tempered trimonzo
| Trimonzo (pipe variant)
|-
|-
| <code>quadmonzo</code>
| <code>quadmonzo</code>
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| <code>{{nowrap|\quadtmonzo{{(}}-4 & 4 & -1{{)}}}}</code>
| <code>{{nowrap|\quadtmonzo{{(}}-4 & 4 & -1{{)}}}}</code>
| <math>\quadtmonzo{-4 & 4 & -1}</math>
| <math>\quadtmonzo{-4 & 4 & -1}</math>
| Tempered quadmonzo
| Quadmonzo (pipe variant)
|-
|-
| <code>val</code>
| <code>val</code>
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| <code>{{nowrap|\tval{{(}}12 & 19 & 28{{)}}}}</code>
| <code>{{nowrap|\tval{{(}}12 & 19 & 28{{)}}}}</code>
| <math>\tval{12 & 19 & 28}</math>
| <math>\tval{12 & 19 & 28}</math>
| [[Tmonzos and tvals|Tempered val]]
| Val (pipe variant)
|-
|-
| <code>bival</code>
| <code>bival</code>
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| <code>{{nowrap|\bitval{{(}}12 & 19 & 28{{)}}}}</code>
| <code>{{nowrap|\bitval{{(}}12 & 19 & 28{{)}}}}</code>
| <math>\bitval{12 & 19 & 28}</math>
| <math>\bitval{12 & 19 & 28}</math>
| Tempered bival
| Bival (pipe variant)
|-
|-
| <code>trival</code>
| <code>trival</code>
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| <code>{{nowrap|\tritval{{(}}12 & 19 & 28{{)}}}}</code>
| <code>{{nowrap|\tritval{{(}}12 & 19 & 28{{)}}}}</code>
| <math>\tritval{12 & 19 & 28}</math>
| <math>\tritval{12 & 19 & 28}</math>
| Tempered trival
| Trival (pipe variant)
|-
|-
| <code>quadval</code>
| <code>quadval</code>
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| <code>{{nowrap|\quadtval{{(}}12 & 19 & 28{{)}}}}</code>
| <code>{{nowrap|\quadtval{{(}}12 & 19 & 28{{)}}}}</code>
| <math>\quadtval{12 & 19 & 28}</math>
| <math>\quadtval{12 & 19 & 28}</math>
| Tempered quadval
| Quadval (pipe variant)
|-
|-
| <code>lket</code>
| <code>rbra</code>
| <code>{{nowrap|\lket{{(}}\monzo{{(}}1 & 2 & 3{{)}}}} & {{nowrap|\monzo{{(}}0 & -3 & -5{{))}}}}</code>
| <code>{{nowrap|\rbra{{(}}\monzo{{(}}1 & 2 & 3{{)}}}} & {{nowrap|\monzo{{(}}0 & -3 & -5{{))}}}}</code>
| <math>\lket{\monzo{1 & 2 & 3} & \monzo{0 & -3 & -5}}</math>
| <math>\rbra{\monzo{1 & 2 & 3} & \monzo{0 & -3 & -5}}</math>
| rowspan="2" | [[Dave Keenan]] and [[Douglas Blumeyer]]'s<br />[[Extended_bra-ket_notation#Variant_including_curly_and_square_brackets|variation]] on [[extended bra-ket notation]]
| rowspan="2" | [[Dave Keenan]] and [[Douglas Blumeyer]]'s<br />[[Extended bra-ket notation #Variant including curly and square brackets|variation]] on [[extended bra-ket notation]]
|-
|-
| <code>rket</code>
| <code>rket</code>
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| <code>{{nowrap|\vmp{{(}}12 & 19 & 28{{)}}}}{{nowrap|{{(}}-4 & 4 & -1{{)}}}}</code>
| <code>{{nowrap|\vmp{{(}}12 & 19 & 28{{)}}}}{{nowrap|{{(}}-4 & 4 & -1{{)}}}}</code>
| <math>\vmp{12 & 19 & 28}{-4 & 4 & -1}</math>
| <math>\vmp{12 & 19 & 28}{-4 & 4 & -1}</math>
| Dot product of Monzo and val
| Dot product of val and monzo
|-
|-
| <code>wmp</code>
| <code>wmp</code>
| <code>{{nowrap|\wmp{{(}}12 & 19 & 28{{)}}}}{{nowrap|{{(}}-4 & 4 & -1{{)}}}}</code>
| <code>{{nowrap|\wmp{{(}}12 & 19 & 28{{)}}}}{{nowrap|{{(}}-4 & 4 & -1{{)}}}}</code>
| <math>\wmp{12 & 19 & 28}{-4 & 4 & -1}</math>
| <math>\wmp{12 & 19 & 28}{-4 & 4 & -1}</math>
| Dot product of bimonzo and [[wedgies and multivals|wedgie]]
| Dot product of bival and bimonzo
|}
|}