Module:Infobox RT: Difference between revisions

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local infobox = require("Module:Infobox")
local infobox = require("Module:Infobox")


function p.infobox_RT(frame)
-- no real math functionality... yet
local name = frame.args["tempname"]
local subgroup = frame.args["subgroup"]
local basis = frame.args["commas"]
local edo_first = frame.args["edo_first"]
local edo1 = tonumber(edo_first)
local edo_second = frame.args["edo_second"]
local edo2 = tonumber(edo_second)
local tuning = frame.args["tuning"]
local genfrac = frame.args["genfrac"]
local method = frame.args["method"]
local mos = frame.args["mosses"]
local mapping = frame.args["mapping"]
local ploidacot = frame.args["ploidacot"]
local limit1 = frame.args["lim1"]
local comp1 = frame.args["comp1"]
local acc1 = frame.args["acc1"]
local limit2 = frame.args["lim2"]
local comp2 = frame.args["comp2"]
local acc2 = frame.args["acc2"]
local data = {}
-- processed mapping
local map = {}
local lowermap = {}
table.insert(data, {
"Subgroups",
subgroup
})
table.insert(data, {
"Comma basis",
basis
})
table.insert(data, {
"Reduced mapping",
"<" .. mapping .. "]"
})
-- autocalculating ploidacot (wip)
for num in mapping:gmatch("(%d+); ") do
table.insert(map, num)
end
local ploid = map[1]
for num in mapping:gmatch("(%d+) ") do
table.insert(lowermap, num)
end
local equave = string.char(string.byte(subgroup, 1))
local equave_letter
local cot = tonumber(lowermap[1])
local referent = string.char(string.byte(subgroup, 3))
local suffix = "cleft"
if tonumber(equave) == 3 then
equave_letter = "t"
if tonumber(string.char(string.byte(subgroup, 3))) == 5 then
if tonumber(string.char(string.byte(subgroup, 5))) == 7 then
cot = tonumber(lowermap[2])
suffix = "gem"
end
elseif tonumber(string.char(string.byte(subgroup, 3))) == 2 then -- edf
equave_letter = "f"
equave = "3/2"
referent = string.char(string.byte(subgroup, 5))
end
if referent == "7" then
suffix = "gem"
end
elseif tonumber(equave) == 2 then
equave_letter = "o"
if tonumber(string.char(string.byte(subgroup, 3))) == 3 then
suffix = "cot"
elseif tonumber(string.char(string.byte(subgroup, 3))) == 5 then
suffix = "seph"
end
else
equave_letter = equave
end
if suffix == "cleft" then
suffix = referent .. suffix
end
local ploidnum = math.log(tonumber(equave))*(1200/math.log(2))/tonumber(ploid)
local tuningnum = tonumber(tuning)
if cot < 0 then
tuningnum = math.log(tonumber(equave))*(1200/math.log(2)) - tuningnum
cot = math.abs(cot)
end
local shear = math.floor(tuningnum*cot/ploidnum)
shear = math.floor(cot*(shear/cot - math.floor(shear/cot)))
if cot > 2 then
if shear == cot-1 then
shear = -1
end
end
suffix = p.num2greek(ploid,"ploid") .. "ploid " .. p.num2greeklet(tostring(shear)) .. p.num2greek(tostring(cot), "cot") .. suffix
if ploidacot == "cleft" then
ploidacot = suffix
end
-- edo join
table.insert(data, {
"Edo join",
"[[" .. edo_first .. "ed" .. equave_letter .. "|" .. edo_first .. "]] & [[" .. edo_second .. "ed" .. equave_letter .. "|" .. edo_second .. "]]"
})
table.insert(data, {
"Generator ([[" .. method .. "]])",
"~" .. genfrac .. " = " .. tuning .. "c"
})
table.insert(data, {
"MOS scales",
mos
})
table.insert(data, {
"Ploidacot",
ploidacot
})
table.insert(data, {
"Minmax error",
"(" .. limit1 .. "-[[odd limit]]) " .. acc1 .. "c; <br> (" .. limit2 .. "-[[odd limit]]) " .. acc2 .. "c"
})
table.insert(data, {
"Target scale size",
"(" .. limit1 .. "-[[odd limit]]) " .. comp1 .. " notes; <br> (" .. limit2 .. "-[[odd limit]]) " .. comp2 .. " notes"
})
local result = infobox.build(
name,
data
)
return result
end


function p.digit2greek(number, purpose)
function p.digit2greek(number, purpose)
Line 155: Line 304:
end
end
return greek
return greek
end
function p.infobox_RT(frame)
-- no real math functionality... yet
local name = frame.args["tempname"]
local subgroup = frame.args["subgroup"]
local basis = frame.args["commas"]
local edo_first = frame.args["edo_first"]
local edo1 = tonumber(edo_first)
local edo_second = frame.args["edo_second"]
local edo2 = tonumber(edo_second)
local tuning = frame.args["tuning"]
local genfrac = frame.args["genfrac"]
local method = frame.args["method"]
local mos = frame.args["mosses"]
local mapping = frame.args["mapping"]
local ploidacot = frame.args["ploidacot"]
local limit1 = frame.args["lim1"]
local comp1 = frame.args["comp1"]
local acc1 = frame.args["acc1"]
local limit2 = frame.args["lim2"]
local comp2 = frame.args["comp2"]
local acc2 = frame.args["acc2"]
local data = {}
-- processed mapping
local map = {}
local lowermap = {}
table.insert(data, {
"Subgroups",
subgroup
})
table.insert(data, {
"Comma basis",
basis
})
table.insert(data, {
"Reduced mapping",
"<" .. mapping .. "]"
})
-- autocalculating ploidacot (wip)
for num in mapping:gmatch("(%d+); ") do
table.insert(map, num)
end
local ploid = map[1]
for num in mapping:gmatch("(%d+) ") do
table.insert(lowermap, num)
end
local equave = string.char(string.byte(subgroup, 1))
local equave_letter
local cot = tonumber(lowermap[1])
local referent = string.char(string.byte(subgroup, 3))
local suffix = "cleft"
if tonumber(equave) == 3 then
equave_letter = "t"
if tonumber(string.char(string.byte(subgroup, 3))) == 5 then
if tonumber(string.char(string.byte(subgroup, 5))) == 7 then
cot = tonumber(lowermap[2])
suffix = "gem"
end
elseif tonumber(string.char(string.byte(subgroup, 3))) == 2 then -- edf
equave_letter = "f"
equave = "3/2"
referent = string.char(string.byte(subgroup, 5))
end
if referent == "7" then
suffix = "gem"
end
elseif tonumber(equave) == 2 then
equave_letter = "o"
if tonumber(string.char(string.byte(subgroup, 3))) == 3 then
suffix = "cot"
elseif tonumber(string.char(string.byte(subgroup, 3))) == 5 then
suffix = "seph"
end
else
equave_letter = equave
end
if suffix == "cleft" then
suffix = referent .. suffix
end
local ploidnum = math.log(tonumber(equave))*(1200/math.log(2))/tonumber(ploid)
local tuningnum = tonumber(tuning)
if cot < 0 then
tuningnum = math.log(tonumber(equave))*(1200/math.log(2)) - tuningnum
cot = math.abs(cot)
end
local shear = math.floor(tuningnum*cot/ploidnum)
shear = math.floor(cot*(shear/cot - math.floor(shear/cot)))
if cot > 2 then
if shear == cot-1 then
shear = -1
end
end
suffix = p.num2greek(ploid,"ploid") .. "ploid " .. p.num2greeklet(tostring(shear)) .. p.num2greek(tostring(cot), "cot") .. suffix
if ploidacot == "cleft" then
ploidacot = suffix
end
-- edo join
table.insert(data, {
"Edo join",
"[[" .. edo_first .. "ed" .. equave_letter .. "|" .. edo_first .. "]] & [[" .. edo_second .. "ed" .. equave_letter .. "|" .. edo_second .. "]]"
})
table.insert(data, {
"Generator ([[" .. method .. "]])",
"~" .. genfrac .. " = " .. tuning .. "c"
})
table.insert(data, {
"MOS scales",
mos
})
table.insert(data, {
"Ploidacot",
ploidacot
})
table.insert(data, {
"Minmax error",
"(" .. limit1 .. "-[[odd limit]]) " .. acc1 .. "c; <br> (" .. limit2 .. "-[[odd limit]]) " .. acc2 .. "c"
})
table.insert(data, {
"Target scale size",
"(" .. limit1 .. "-[[odd limit]]) " .. comp1 .. " notes; <br> (" .. limit2 .. "-[[odd limit]]) " .. comp2 .. " notes"
})
local result = infobox.build(
name,
data
)
return result
end
end


return p
return p

Revision as of 04:14, 21 October 2024

Documentation for this module may be created at Module:Infobox RT/doc

local p = {}
local u = require("Module:Utils")
local infobox = require("Module:Infobox")

function p.infobox_RT(frame)
	
	-- no real math functionality... yet
	local name = frame.args["tempname"]
	
	local subgroup = frame.args["subgroup"]
	local basis = frame.args["commas"]
	
	local edo_first = frame.args["edo_first"]
	local edo1 = tonumber(edo_first)
	local edo_second = frame.args["edo_second"]
	local edo2 = tonumber(edo_second)
	
	local tuning = frame.args["tuning"]
	local genfrac = frame.args["genfrac"]
	local method = frame.args["method"]
	
	local mos = frame.args["mosses"]
	local mapping = frame.args["mapping"]
	local ploidacot = frame.args["ploidacot"]
	local limit1 = frame.args["lim1"]
	local comp1 = frame.args["comp1"]
	local acc1 = frame.args["acc1"]
	local limit2 = frame.args["lim2"]
	local comp2 = frame.args["comp2"]
	local acc2 = frame.args["acc2"]
	
	local data = {}
	
	-- processed mapping
	local map = {}
	local lowermap = {}
	table.insert(data, {
		"Subgroups",
		subgroup
	})

	table.insert(data, {
		"Comma basis",
		basis
	})

	table.insert(data, {
		"Reduced mapping",
		"<" .. mapping .. "]"
	})

	-- autocalculating ploidacot (wip)
	for num in mapping:gmatch("(%d+); ") do
		table.insert(map, num)
	end
	local ploid = map[1]
	
	for num in mapping:gmatch("(%d+) ") do
		table.insert(lowermap, num)
	end
	
	local equave = string.char(string.byte(subgroup, 1))
	local equave_letter
	local cot = tonumber(lowermap[1])
	local referent = string.char(string.byte(subgroup, 3))
	local suffix = "cleft"
	if tonumber(equave) == 3 then
		equave_letter = "t"
		if tonumber(string.char(string.byte(subgroup, 3))) == 5 then
			if tonumber(string.char(string.byte(subgroup, 5))) == 7 then
				cot = tonumber(lowermap[2])
				suffix = "gem"
			end
		elseif tonumber(string.char(string.byte(subgroup, 3))) == 2 then -- edf
			equave_letter = "f"
			equave = "3/2"
			referent = string.char(string.byte(subgroup, 5))
		end
		if referent == "7" then
			suffix = "gem"
		end
	elseif tonumber(equave) == 2 then
		equave_letter = "o"
		if tonumber(string.char(string.byte(subgroup, 3))) == 3 then
			suffix = "cot"
		elseif tonumber(string.char(string.byte(subgroup, 3))) == 5 then
			suffix = "seph"
		end
	else
		equave_letter = equave
	end
	
	if suffix == "cleft" then
		suffix = referent .. suffix
	end
	
	local ploidnum = math.log(tonumber(equave))*(1200/math.log(2))/tonumber(ploid)
	local tuningnum = tonumber(tuning)
	if cot < 0 then
		tuningnum = math.log(tonumber(equave))*(1200/math.log(2)) - tuningnum
		cot = math.abs(cot)
	end
	local shear = math.floor(tuningnum*cot/ploidnum)
	shear = math.floor(cot*(shear/cot - math.floor(shear/cot)))
	if cot > 2 then
		if shear == cot-1 then
		shear = -1
		end
	end
	
	suffix = p.num2greek(ploid,"ploid") .. "ploid " .. p.num2greeklet(tostring(shear)) .. p.num2greek(tostring(cot), "cot") .. suffix
	if ploidacot == "cleft" then
		ploidacot = suffix
	end
	
	-- edo join
	table.insert(data, {
		"Edo join",
		"[[" .. edo_first .. "ed" .. equave_letter .. "|" .. edo_first .. "]] & [[" .. edo_second .. "ed" .. equave_letter .. "|" .. edo_second .. "]]"
	})

	table.insert(data, {
		"Generator ([[" .. method .. "]])",
		"~" .. genfrac .. " = " .. tuning .. "c"
	})

	table.insert(data, {
		"MOS scales",
		mos
	})

	table.insert(data, {
		"Ploidacot",
		ploidacot
	})

	table.insert(data, {
		"Minmax error",
		"(" .. limit1 .. "-[[odd limit]]) " .. acc1 .. "c; <br> (" .. limit2 .. "-[[odd limit]]) " .. acc2 .. "c"
	})

	table.insert(data, {
		"Target scale size",
		"(" .. limit1 .. "-[[odd limit]]) " .. comp1 .. " notes; <br> (" .. limit2 .. "-[[odd limit]]) " .. comp2 .. " notes"
	})

	local result = infobox.build(
		name,
		data
	)
	
	return result
end

function p.digit2greek(number, purpose)

	local greek
	
	if number == "1" then
		if purpose == "ploid" then
			greek = "ha"
		elseif purpose == "cot" then
			greek = "mono"
		elseif purpose == "decade" then
			greek = "deca"
		else
			greek = "hen"
		end
	elseif number == "2" then
		if purpose == "decade" then
			greek = "icosa"
		elseif purpose == "unit" then
			greek = "do"
		else
			greek = "di"
		end
	elseif number == "0" then
		if purpose == "unit" then
			greek = ""
		else
			greek = "a"
		end
	else
		if number == "3" then
			if purpose == "decade" then
				greek = "tria"
			else
				greek = "tri"
			end
		elseif number == "4" then
			greek = "tetra"
		elseif number == "5" then
			greek = "penta"
		elseif number == "6" then
			greek = "hexa"
		elseif number == "7" then
			greek = "hepta"
		elseif number == "8" then
			greek = "octa"
		elseif number == "9" then
			greek = "ennea"
		end
		if purpose == "decade" then
			greek = greek .. "conta"
		end
	end

	return greek
end

function p.num2greek(number, purpose)

	local greek
	
	if string.len(number) == 1 then
		greek = p.digit2greek(number, purpose)
	elseif string.len(number) == 2 then
		local unit = string.char(string.byte(number, 2))
		local decade = string.char(string.byte(number, 1))
		
		greek = p.digit2greek(unit, "unit") .. p.digit2greek(decade, "decade")
	end
	return greek
end

function p.digit2greeklet(number, purpose)

	local greek
	
	if number == "1" then
		if purpose == "decade" then
			greek = "iota-"
		elseif purpose == "unit" then
			greek = "alpha-"
		end
	elseif number == "2" then
		if purpose == "decade" then
			greek = "kappa-"
		elseif purpose == "unit" then
			greek = "beta-"
		end
	elseif number == "3" then
		if purpose == "decade" then
			greek = "lambda-"
		elseif purpose == "unit" then
			greek = "gamma-"
		end
	elseif number == "4" then
		if purpose == "decade" then
			greek = "mu-"
		elseif purpose == "unit" then
			greek = "delta-"
		end
	elseif number == "5" then
		if purpose == "decade" then
			greek = "nu-"
		elseif purpose == "unit" then
			greek = "epsilon-"
		end
	elseif number == "6" then
		if purpose == "decade" then
			greek = "xi-"
		elseif purpose == "unit" then
			greek = "wau-"
		end
	elseif number == "7" then
		if purpose == "decade" then
			greek = "omicron-"
		elseif purpose == "unit" then
			greek = "zeta-"
		end
	elseif number == "8" then
		if purpose == "decade" then
			greek = "pi-"
		elseif purpose == "unit" then
			greek = "eta-"
		end
	elseif number == "9" then
		if purpose == "decade" then
			greek = "qoppa-"
		elseif purpose == "unit" then
			greek = "theta-"
		end	
	elseif number == "0" then
		greek = ""
	elseif number == "-1" then
		greek = "omega-"
	end

	return greek
end

function p.num2greeklet(number)

	local greek
	
	if string.len(number) == 1 then
		greek = p.digit2greeklet(number, "unit")
	elseif string.len(number) == 2 then
		local unit = string.char(string.byte(number, 2))
		local decade = string.char(string.byte(number, 1))
		
		greek = p.digit2greeklet(decade, "decade") .. p.digit2greeklet(unit, "unit")
	end
	return greek
end

return p