Template:Odd-limit intro: Difference between revisions
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<includeonly>The '''{{{1|}}}-odd-limit''' is the set of all [[rational interval]]s | <includeonly>The '''{{{1|}}}-odd-limit''' is the set of all [[rational interval]]s which can be written as $2^k\frac{a}{b}$ where $a, b \leq {{{1|}}}$ and k is an integer. {{#ifexpr: {{{1|}}} > 1|To the [[{{#expr: {{{1|}}}-2}}-odd-limit]], it adds {{#invoke: Sequence | get_term | ||
| odd_limit_diff | | odd_limit_diff | ||
| {{#expr: ({{{1|}}} + 1) / 2}} | | {{#expr: ({{{1|}}} + 1) / 2}} | ||
}} interval | }} pairs of [[octavew-reduced]] interval{{#ifexpr: {{{1|}}} > 3|s|}} involving {{{1|}}}.|}} | ||
Below is a list of all [[octave-reduced]] intervals in the {{{1|}}}-odd-limit.</includeonly><noinclude> | Below is a list of all [[octave-reduced]] intervals in the {{{1|}}}-odd-limit.</includeonly><noinclude> |
Revision as of 21:21, 3 August 2025
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This template should not be substituted. |
This template generates an intro (lead section) for odd limit pages.
Usage
Provide the number of the odd limit as an unnamed argument, e.g. {{odd-limit intro|5}}
for an intro to the 5-odd-limit page.