Module:JI ratios: Difference between revisions

Line 9:

-- TODO

-- - Move filtering functions to separate module?

~~-- - Transfer control over to new "main" function: p.ji_ratios()~~

-- Template for handling multiple entry of JI ratios into a template, and for

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-- Int limit search finds ratios from 1/1 to an equave

-- Int limit search finds ratios from 1/1 to an equave, where each ratio's

-- numerator or denominator don't exceed the int limit.

function p.search_by_int_limit(equave, int_limit)

local equave = equave or rat.new(2,1) -- Defualt equave is 2/1.

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-- Prime limit search finds ratios with prime factors that don't exceed some

-- prime limit.

-- Upper bounds for searching is the equave and int limit.

function p.search_by_prime_limit(equave, int_limit, prime_limit)

local equave = equave or rat.new(2,1) -- Defualt equave is 2/1.

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-- Subgroup search find ratios that are products of at least two (not

-- necessarily unique) elements from the subgroup. EG, for 2.3.7, 2/1, 3/2, 7/4,

-- and 7/6 are within the subgroup, but not 5/4 because there's no 5.

-- Upper bounds for searching is the equave and int limit.

function p.search_by_subgroup(equave, int_limit, subgroup)

local equave = equave or rat.new(2,1) -- Defualt equave is 2/1.

@@ Line 9: / Line 9: @@
 -- TODO
 -- - Move filtering functions to separate module?
--- - Transfer control over to new "main" function: p.ji_ratios()
 -- Template for handling multiple entry of JI ratios into a template, and for
@@ Line 79: / Line 78: @@
 --------------------------------------------------------------------------------
--- Int limit search finds ratios from 1/1 to an equave
+-- Int limit search finds ratios from 1/1 to an equave, where each ratio's
+-- numerator or denominator don't exceed the int limit.
 function p.search_by_int_limit(equave, int_limit)
 	local equave    = equave or rat.new(2,1)	-- Defualt equave is 2/1.
@@ Line 117: / Line 117: @@
 --------------------------------------------------------------------------------
+-- Prime limit search finds ratios with prime factors that don't exceed some
+-- prime limit.
+-- Upper bounds for searching is the equave and int limit.
 function p.search_by_prime_limit(equave, int_limit, prime_limit)
 	local equave      = equave or rat.new(2,1)	-- Defualt equave is 2/1.
@@ Line 146: / Line 149: @@
 --------------------------------------------------------------------------------
+-- Subgroup search find ratios that are products of at least two (not
+-- necessarily unique) elements from the subgroup. EG, for 2.3.7, 2/1, 3/2, 7/4,
+-- and 7/6 are within the subgroup, but not 5/4 because there's no 5.
+-- Upper bounds for searching is the equave and int limit.
 function p.search_by_subgroup(equave, int_limit, subgroup)
 	local equave    = equave or rat.new(2,1)	-- Defualt equave is 2/1.