Dave Keenan & Douglas Blumeyer's guide to RTT/Conventions for names, variables, units, and notations: Difference between revisions

Cmloegcmluin (talk | contribs)
Created page with "The tables in this article present Dave Keenan and Douglas Blumeyer's recommendations for communicating about regular temperament theory (RTT), in particular the n..."
 
Dave Keenan (talk | contribs)
Added "jargon name:" and "previous name:" entries to notes column
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|<math>\mathrm{i}_i</math>
|<math>\mathrm{i}_i</math>
|specific type: [[prime-count vector]] (PC-vector)
|specific type: [[prime-count vector]] (PC-vector)
jargon name: monzo
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|-
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|<math>m_{ij}</math>
|<math>m_{ij}</math>
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|jargon name: val list
|-
|-
|<math>M\textbf{i}</math>
|<math>M\textbf{i}</math>
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|specific type: [[generator-count vector]] (GC-vector)
|specific type: [[generator-count vector]] (GC-vector)
mnemonic: <math>\textbf{y}</math>nterval
jargon name: tmonzo; mnemonic: <math>\textbf{y}</math>nterval
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|-
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|<math>m_i</math>
|<math>m_i</math>
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|jargon name: val
|-
|-
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|<math>r_i</math>
|<math>r_i</math>
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|previous name: prime error map
|-
|-
|<math>𝒋\textbf{i}</math>
|<math>𝒋\textbf{i}</math>
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|<math>\mathrm{c}_{ij}</math>
|<math>\mathrm{c}_{ij}</math>
|
|jargon name: monzo list
|-
|-
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|<math>\mathrm{i}_i</math>
|<math>\mathrm{i}_i</math>
|specific type: [[prime-count vector]] (PC-vector)
|specific type: [[prime-count vector]] (PC-vector)
jargon name: monzo
|-
|-
|
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|<math>m_{ij}</math>
|<math>m_{ij}</math>
|
|jargon name: val list
|-
|-
|<math>M\textbf{i}</math>
|<math>M\textbf{i}</math>
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|specific type: [[generator-count vector]] (GC-vector)
|specific type: [[generator-count vector]] (GC-vector)
mnemonic: <math>\textbf{y}</math>nterval
jargon name: tmonzo; mnemonic: <math>\textbf{y}</math>nterval
|-
|-
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|<math>m_i</math>
|<math>m_i</math>
|
|jargon name: val
|-
|-
|<math>n + r</math>
|<math>n + r</math>
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|<math>r_i</math>
|<math>r_i</math>
|
|previous name: prime error map
|-
|-
|<math>𝒋\textbf{i}</math>
|<math>𝒋\textbf{i}</math>
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|<math>\mathrm{u}_{ij}</math>
|<math>\mathrm{u}_{ij}</math>
|
|jargon name: eigenmonzo list
|-
|-
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|<math>\mathrm{c}_{ij}</math>
|<math>\mathrm{c}_{ij}</math>
|
|jargon name: monzo list
|-
|-
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|<math>\mathrm{i}_i</math>
|<math>\mathrm{i}_i</math>
|specific type: [[prime-count vector]] (PC-vector)
|specific type: [[prime-count vector]] (PC-vector)
jargon name: monzo
|-
|-
|
|
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|<math>m_{ij}</math>
|<math>m_{ij}</math>
|
|jargon name: val list
|-
|-
|<math>M\textbf{i}</math>
|<math>M\textbf{i}</math>
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|specific type: [[generator-count vector]] (GC-vector)
|specific type: [[generator-count vector]] (GC-vector)
mnemonic: <math>\textbf{y}</math>nterval
jargon name: tmonzo; mnemonic: <math>\textbf{y}</math>nterval
|-
|-
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|<math>m_i</math>
|<math>m_i</math>
|
|jargon name: val
|-
|-
|<math>n + r</math>
|<math>n + r</math>
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|<math>r_i</math>
|<math>r_i</math>
|
|previous name: prime error map
|-
|-
|<math>𝒋\textbf{i}</math>
|<math>𝒋\textbf{i}</math>
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|<math>\mathrm{u}_{ij}</math>
|<math>\mathrm{u}_{ij}</math>
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|jargon name: eigenmonzo list
|-
|-
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|<math>\mathrm{c}_{ij}</math>
|<math>\mathrm{c}_{ij}</math>
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|jargon name: monzo list
|-
|-
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|<math>𝝀</math>
|<math>𝝀</math>
|<math>λ_i</math>
|<math>λ_i</math>
|mnemonic: <math>\mathrm{V}</math> is mirrored of <math>\textit{Λ}</math> which it combines with to create the projection matrix
|mnemonic: <math>\mathrm{V}</math> is mirrored of <math>\textit{Λ}</math> which it combines with to create the projection matrix; previous name: eigenvalue matrix
|-
|-
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|<math>\mathrm{v}_{ij}</math>
|<math>\mathrm{v}_{ij}</math>
|mnemonic: <math>\mathrm{V}</math> is mirrored of <math>\textit{Λ}</math> which it combines with to create the projection matrix
|mnemonic: <math>\mathrm{V}</math> is mirrored of <math>\textit{Λ}</math> which it combines with to create the projection matrix; jargon name: eigenmonzo list
|-
|-
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|