mathml/luamml-convert.lua
2024-07-17 19:36:49 +02:00

663 lines
26 KiB
Lua
Raw Blame History

This file contains ambiguous Unicode characters

This file contains Unicode characters that might be confused with other characters. If you think that this is intentional, you can safely ignore this warning. Use the Escape button to reveal them.

local remap_comb = require'luamml-data-combining'
local stretchy = require'luamml-data-stretchy'
local to_text = require'luamml-lr'
local properties = node.get_properties_table()
local hlist_t, kern_t, glue_t, rule_t = node.id'hlist', node.id'kern', node.id'glue', node.id'rule'
local noad_t, accent_t, style_t, choice_t = node.id'noad', node.id'accent', node.id'style', node.id'choice'
local radical_t, fraction_t, fence_t = node.id'radical', node.id'fraction', node.id'fence'
local math_char_t, sub_box_t, sub_mlist_t = node.id'math_char', node.id'sub_box', node.id'sub_mlist'
local function invert_table(t)
local t_inv = {}
for k, v in next, t do
t_inv[v] = k
end
return t_inv
end
local noad_names = node.subtypes'noad'
--[[ We could determine the noad subtypes dynamically:
local noad_sub = invert_table(noad_names)
local noad_ord = noad_sub.ord
local noad_op = noad_sub.opdisplaylimits
local noad_oplimits = noad_sub.oplimits
local noad_opnolimits = noad_sub.opnolimits
local noad_bin = noad_sub.bin
local noad_rel = noad_sub.rel
local noad_open = noad_sub.open
local noad_close = noad_sub.close
local noad_punct = noad_sub.punct
local noad_inner = noad_sub.inner
local noad_under = noad_sub.under
local noad_over = noad_sub.over
local noad_vcenter = noad_sub.vcenter
-- But the spacing table depends on their specific values anyway, so we just verify the values
]]
local noad_ord, noad_op, noad_oplimits, noad_opnolimits = 0, 1, 2, 3
local noad_bin, noad_rel, noad_open, noad_close, noad_punct = 4, 5, 6, 7, 8
local noad_inner, noad_under, noad_over, noad_vcenter = 9, 10, 11, 12
for i, n in ipairs{'ord', 'opdisplaylimits', 'oplimits', 'opnolimits', 'bin',
'rel', 'open', 'close', 'punct', 'inner', 'under', 'over', 'vcenter'} do
assert(noad_names[i-1] == n)
end
-- Attention, the spacing_table is indexed by subtype+1 since 1-based tables are faster in Lua
local spacing_table = {
{0 , '0.167em', '0.167em', '0.167em', '0.222em', '0.278em', 0 , 0 , 0 , '0.167em', 0 , 0 , 0 , },
{'0.167em', '0.167em', '0.167em', '0.167em', nil , '0.278em', 0 , 0 , 0 , '0.167em', '0.167em', '0.167em', '0.167em', },
nil,
nil,
{'0.222em', '0.222em', '0.222em', '0.222em', nil , nil , '0.222em', nil , nil , '0.222em', '0.222em', '0.222em', '0.222em', },
{'0.278em', '0.278em', '0.278em', '0.278em', nil , 0 , '0.278em', 0 , 0 , '0.278em', '0.278em', '0.278em', '0.278em', },
{0 , 0 , 0 , 0 , nil , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , '0.167em', '0.167em', '0.167em', '0.222em', '0.278em', 0 , 0 , 0 , '0.167em', 0 , 0 , 0 , },
{'0.167em', '0.167em', '0.167em', '0.167em', nil , '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', },
{'0.167em', '0.167em', '0.167em', '0.167em', '0.222em', '0.278em', '0.167em', 0 , '0.167em', '0.167em', '0.167em', '0.167em', '0.167em', },
nil,
nil,
nil,
}
local spacing_table_script = {
{0 , '0.167em', '0.167em', '0.167em', 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{'0.167em', '0.167em', '0.167em', '0.167em', nil , 0 , 0 , 0 , 0 , 0 , '0.167em', '0.167em', '0.167em', },
nil,
nil,
{0 , 0 , 0 , 0 , nil , nil , 0 , nil , nil , 0 , 0 , 0 , 0 , },
{0 , 0 , 0 , 0 , nil , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , 0 , 0 , 0 , nil , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , '0.167em', '0.167em', '0.167em', 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , 0 , 0 , 0 , nil , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
{0 , '0.167em', '0.167em', '0.167em', 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , 0 , },
nil,
nil,
nil,
}
do -- Fill the blanks
local st, sts = spacing_table, spacing_table_script
local st_op, sts_op = st[noad_op+1], sts[noad_op+1]
st[noad_oplimits+1], sts[noad_oplimits+1] = st_op, sts_op
st[noad_opnolimits+1], sts[noad_opnolimits+1] = st_op, sts_op
local st_ord, sts_ord = st[noad_ord+1], sts[noad_ord+1]
st[noad_under+1], sts[noad_under+1] = st_ord, sts_ord
st[noad_over+1], sts[noad_over+1] = st_ord, sts_ord
st[noad_vcenter+1], sts[noad_vcenter+1] = st_ord, sts_ord
end
local radical_sub = node.subtypes'radical'
local fence_sub = node.subtypes'fence'
local remap_lookup = setmetatable({}, {__index = function(t, k)
local ch = utf8.char(k & 0x1FFFFF)
t[k] = ch
return ch
end})
local digit_map = {["0"] = true, ["1"] = true,
["2"] = true, ["3"] = true, ["4"] = true,
["5"] = true, ["6"] = true, ["7"] = true,
["8"] = true, ["9"] = true,}
local always_mo = {["%"] = true, ["&"] = true, ["."] = true, ["/"] = true,
["\\"] = true, ["¬"] = true, [""] = true, [""] = true, [""] = true,
[""] = true, [""] = true, [""] = true, [""] = true, ["|"] = true,
[""] = true, [""] = true, [""] = true, [""] = true, [""] = true,}
-- Marker tables replacing the core operator for space like elements
local space_like = {}
local nodes_to_table
local function sub_style(s) return s//4*2+5 end
local function sup_style(s) return s//4*2+4+s%2 end
-- The _to_table functions generally return a second argument which is
-- could be (if it were a <mo>) a core operator of the embellishe operator
-- or space_like
-- acc_to_table is special since it's return value should
-- always be considered a core operator
-- We ignore large_... since they aren't used for modern fonts
local function delim_to_table(delim)
if not delim then return end
local props = properties[delim]
local mathml_core = props and props.mathml_core
local mathml_table = props and (props.mathml_table or mathml_core)
if mathml_table ~= nil then return mathml_table, mathml_core end
local mathml_filter = props and props.mathml_filter -- Kind of pointless since the arguments are literals, but present for consistency
local char = delim.small_char
if char == 0 then
local result = {[0] = 'mspace', width = string.format("%.3fpt", tex.nulldelimiterspace/65781.76)}
if mathml_filter then
return mathml_filter(result, space_like)
else
return result, space_like
end
else
local fam = delim.small_fam
char = remap_lookup[fam << 21 | char]
local result = {[0] = 'mo', char, ['tex:family'] = fam ~= 0 and fam or nil, stretchy = not stretchy[char] or nil, lspace = 0, rspace = 0, [':nodes'] = {delim}, [':actual'] = char}
if mathml_filter then
return mathml_filter(result, result)
else
return result, result
end
end
end
-- Like kernel_to_table but always a math_char_t. Also creating a mo and potentially remapping to handle combining chars.
-- No lspace or space is set here since these never appear as core operators in an mrow.
local function acc_to_table(acc, cur_style, stretch)
if not acc then return end
local props = properties[acc]
local mathml_core = props and props.mathml_core
local mathml_table = props and (props.mathml_table or mathml_core)
if mathml_table ~= nil then return mathml_table, mathml_core end
if acc.id ~= math_char_t then
error'confusion'
end
local mathml_filter = props and props.mathml_filter -- Kind of pointless since the arguments are literals, but present for consistency
local fam = acc.fam
local char = remap_lookup[fam << 21 | acc.char]
char = remap_comb[char] or char
if stretch ~= not stretchy[char] then -- Handle nil gracefully in stretchy
stretch = nil
end
local result = {[0] = 'mo', char, ['tex:family'] = fam ~= 0 and fam or nil, stretchy = stretch, [':nodes'] = {acc}, [':actual'] = stretch and char or nil}
if mathml_filter then
return mathml_filter(result)
else
return result
end
end
local function kernel_to_table(kernel, cur_style, text_families)
if not kernel then return end
local props = properties[kernel]
local mathml_core = props and props.mathml_core
local mathml_table = props and (props.mathml_table or mathml_core)
if mathml_table ~= nil then return mathml_table, mathml_core end
local mathml_filter = props and props.mathml_filter -- Kind of pointless since the arguments are literals, but present for consistency
local id = kernel.id
if id == math_char_t then
local fam = kernel.fam
local char = remap_lookup[fam << 21 | kernel.char]
local elem = digit_map[char] and 'mn' or 'mi'
local result = {[0] = elem,
char,
['tex:family'] = fam ~= 0 and fam or nil,
mathvariant = utf8.len(char) == 1 and elem == 'mi' and utf8.codepoint(char) < 0x10000 and 'normal' or nil,
[':nodes'] = {kernel},
}
if mathml_filter then
return mathml_filter(result, result)
else
return result, result
end
elseif id == sub_box_t then
local result
if kernel.list.id == hlist_t then -- We directly give up for vlists
result = to_text(kernel.list.head)
else
result = {[0] = 'mi', {[0] = 'mglyph', ['tex:box'] = kernel.list, [':nodes'] = {kernel}}}
end
if mathml_filter then
return mathml_filter(result, result)
else
return result, result
end
elseif id == sub_mlist_t then
if mathml_filter then
return mathml_filter(nodes_to_table(kernel.list, cur_style, text_families))
else
return nodes_to_table(kernel.list, cur_style, text_families)
end
else
error'confusion'
end
end
local function do_sub_sup(t, core, n, cur_style, text_families)
local sub = kernel_to_table(n.sub, sub_style(cur_style), text_families)
local sup = kernel_to_table(n.sup, sup_style(cur_style), text_families)
if sub then
if sup then
return {[0] = 'msubsup', t, sub, sup}, core
else
return {[0] = 'msub', t, sub}, core
end
elseif sup then
return {[0] = 'msup', t, sup}, core
else
return t, core
end
end
-- If we encounter a . or , after a number, test if it's followed by another number and in that case convert it into a mn
local function maybe_to_mn(noad, core)
if noad.sub or noad.sup then return end
local after = noad.next
if not after then return end
if after.id ~= noad_t then return end
if after.subtype ~= noad_ord then return end
after = after.nucleus
if not after then return end
if after.id ~= math_char_t then return end
if not digit_map[remap_lookup[after.fam << 21 | after.char]] then return end
core[0] = 'mn'
end
local function noad_to_table(noad, sub, cur_style, joining, bin_replacements, text_families)
local nucleus, core = kernel_to_table(noad.nucleus, sub == noad_over and cur_style//2*2+1 or cur_style, text_families)
if not nucleus then return end
if core and core[0] == 'mo' and core.minsize and not core.maxsize then
core.maxsize = core.minsize -- This happens when a half-specified delimiter appears alone in a list.
-- If it has a minimal size, it should be fixed to that size (since there is nothing bigger in it's list)
end
if sub == noad_ord and not (bin_replacements[node.direct.todirect(noad)] or (nucleus == core and #core == 1 and always_mo[core[1]])) then
if core and core[0] == 'mo' then
core['tex:class'] = nil
if not core.minsize and not core.movablelimits then
core[0] = 'mi'
core.movablelimits = nil
core.mathvariant = #core == 1 and type(core[1]) == 'string' and utf8.len(core[1]) == 1 and utf8.codepoint(core[1]) < 0x10000 and 'normal' or nil
core.stretchy, core.lspace, core.rspace = nil
end
end
if nucleus == core and #core == 1 then
if joining and joining[0] == 'mn' and core[0] == 'mi' and (core[1] == '.' or core[1] == ',') and maybe_to_mn(noad, core)
or core[0] == 'mn' or text_families[core['tex:family'] or 0] then
if joining and core[0] == joining[0] and core['tex:family'] == joining['tex:family'] then
joining[#joining+1] = core[1]
local cnodes = core[':nodes']
if cnodes then -- very likely
local jnodes = joining[':nodes']
if jnodes then -- very likely
table.move(cnodes, 1, #cnodes, #jnodes+1, jnodes)
else
joining[':nodes'] = cnodes
end
end
nucleus = do_sub_sup(joining, joining, noad, cur_style, text_families)
if nucleus == joining then
return nil, joining, joining
else
return nucleus, joining, false
end
elseif not noad.sub and not noad.sup then
return core, core, core
end
end
end
elseif sub == noad_op or sub == noad_oplimits or sub == noad_opnolimits or sub == noad_bin or sub == noad_rel or sub == noad_open
or sub == noad_close or sub == noad_punct or sub == noad_inner or sub == noad_ord then
if not core or not core[0] then
-- TODO
else
core[0] = 'mo'
if not core.minsize then
if stretchy[core[1]] then core.stretchy = false end
end
if core.mathvariant == 'normal' then core.mathvariant = nil end
core.lspace, core.rspace = 0, 0
end
nucleus['tex:class'] = noad_names[sub]
if (noad.sup or noad.sub) and (sub == noad_op or sub == noad_oplimits) then
if core and core[0] == 'mo' then core.movablelimits = sub == noad_op end
local sub = kernel_to_table(noad.sub, sub_style(cur_style), text_families)
local sup = kernel_to_table(noad.sup, sup_style(cur_style), text_families)
return {[0] = sup and (sub and 'munderover' or 'mover') or 'munder',
nucleus,
sub or sup,
sub and sup,
}, core
end
elseif sub == noad_under then
return {[0] = 'munder',
nucleus,
{[0] = 'mo', '_',},
}, core
elseif sub == noad_over then
return {[0] = 'mover',
nucleus,
{[0] = 'mo', '\u{203E}',},
}, core
elseif sub == noad_vcenter then -- Ignored. Nucleus will need special handling anyway
else
error[[confusion]]
end
return do_sub_sup(nucleus, core, noad, cur_style, text_families)
end
local function accent_to_table(accent, sub, cur_style, text_families)
local nucleus, core = kernel_to_table(accent.nucleus, cur_style//2*2+1, text_families)
local top_acc = acc_to_table(accent.accent, cur_style, sub & 1 == 1)
local bot_acc = acc_to_table(accent.bot_accent, cur_style, sub & 2 == 2)
return {[0] = top_acc and (bot_acc and 'munderover' or 'mover') or 'munder',
nucleus,
bot_acc or top_acc,
bot_acc and top_acc,
}, core
end
local style_table = {
display = {displaystyle = "true", scriptlevel = "0"},
text = {displaystyle = "false", scriptlevel = "0"},
script = {displaystyle = "false", scriptlevel = "1"},
scriptscript = {displaystyle = "false", scriptlevel = "2"},
}
style_table.crampeddisplay, style_table.crampedtext,
style_table.crampedscript, style_table.crampedscriptscript =
style_table.display, style_table.text,
style_table.script, style_table.scriptscript
local function radical_to_table(radical, sub, cur_style, text_families)
local kind = radical_sub[sub]
local nucleus, core = kernel_to_table(radical.nucleus, cur_style//2*2+1, text_families)
local left = delim_to_table(radical.left)
local elem
if kind == 'radical' or kind == 'uradical' then
-- FIXME: Check that this is really a square root
elem, core = {[0] = 'msqrt', nucleus, }, nil
elseif kind == 'uroot' then
-- FIXME: Check that this is really a root
elem, core = {[0] = 'msqrt', nucleus, kernel_to_table(radical.degree, 7, text_families)}, nil
elseif kind == 'uunderdelimiter' then
elem, core = {[0] = 'munder', left, nucleus}, left
elseif kind == 'uoverdelimiter' then
elem, core = {[0] = 'mover', left, nucleus}, left
elseif kind == 'udelimiterunder' then
elem = {[0] = 'munder', nucleus, left}
elseif kind == 'udelimiterover' then
elem = {[0] = 'mover', nucleus, left}
else
error[[confusion]]
end
return do_sub_sup(elem, core, radical, cur_style, text_families)
end
local function fraction_to_table(fraction, sub, cur_style, text_families)
local num, core = kernel_to_table(fraction.num, cur_style + 2 - cur_style//6*2, text_families)
local denom = kernel_to_table(fraction.denom, cur_style//2*2 + 3 - cur_style//6*2, text_families)
local left = delim_to_table(fraction.left)
local right = delim_to_table(fraction.right)
local mfrac = {[0] = 'mfrac',
linethickness = fraction.width and fraction.width == 0 and 0 or nil,
bevelled = fraction.middle and "true" or nil,
num,
denom,
}
if left then
return {[0] = 'mrow',
left,
mfrac,
right, -- might be nil
}
elseif right then
return {[0] = 'mrow',
mfrac,
right,
}
else
return mfrac, core
end
end
local function fence_to_table(fence, sub, cur_style)
local delim, core = delim_to_table(fence.delim)
if core[0] ~= 'mo' then
return delim, core
end
core.fence, core.symmetric = 'true', 'true'
local options = fence.options
local axis
if fence.height ~= 0 or fence.depth ~= 0 then
axis = 0xA == options & 0xA
local exact = 0x18 == options & 0x18
-- We treat them always as exact. mpadded would allow us to support
-- non-exact ones too and I will implement that if I ever encounter
-- someone who does that intentionally. Until then, we warn people
-- since such fences are absurd.
if not exact then
texio.write_nl'luamml: The document uses a fence with \z
explicit dimensions but without the "exact" option. \z
This is probably a mistake.'
end
core.minsize = string.format("%.3fpt", (fence.height + fence.depth)/65781.76)
core.maxsize = core.minsize
else
axis = 0xC ~= options & 0xC
end
if not axis then
texio.write_nl'luamml: Baseline centered fence will be centered around math axis instead'
end
return delim, core
end
local function space_to_table(amount, sub, cur_style)
if amount == 0 then return end
if sub == 99 then -- TODO magic number
-- 18*2^16=1179648
return {[0] = 'mspace', width = string.format("%.3fem", amount/1179648)}, space_like
else
-- 65781.76=tex.sp'100bp'/100
return {[0] = 'mspace', width = string.format("%.3fpt", amount/65781.76)}, space_like
end
end
local running_length = -1073741824
local function rule_to_table(rule, sub, cur_style)
local width = string.format("%.3fpt", rule.width/65781.76)
local height = rule.height
if height == running_length then
height = '0.8em'
else
height = string.format("%.3fpt", height/65781.76)
end
local depth = rule.depth
if depth == running_length then
depth = '0.2em'
else
depth = string.format("%.3fpt", depth/65781.76)
end
return {[0] = 'mspace', mathbackground = 'currentColor', width = width, height = height, depth = depth}, space_like
end
-- The only part which changes the nodelist, we are converting bin into ord
-- nodes in the same way TeX would do it later anyway.
local function cleanup_mathbin(head)
local replacements = {}
local last = 'open' -- last sub if id was noad_t, left fence acts fakes being a open noad, bin are themselves. Every other noad is ord
for n, id, sub in node.traverse(head) do
if id == noad_t then
if sub == noad_bin then
if node.is_node(last) or last == noad_opdisplaylimits
or last == noad_oplimits or last == noad_opnolimits
or last == noad_rel or last == noad_open or last == noad_punct then
replacements[node.direct.todirect(n)] = true
n.subtype, last = noad_ord, noad_ord
else
last = n
end
else
if (sub == noad_rel or sub == noad_close or sub == noad_punct)
and node.is_node(last) then
replacements[node.direct.todirect(last)] = true
last.subtype = noad_ord
end
last = sub
end
elseif id == fence_t then
if sub == fence_sub.left then
last = noad_open
else
if node.is_node(last) then
replacements[node.direct.todirect(last)] = true
last.subtype = noad_ord, noad_ord
end
last = noad_ord
end
elseif id == fraction_t or id == radical_t or id == accent_t then
last = noad_ord
end
end
if node.is_node(last) then
replacements[node.direct.todirect(last)] = true
last.subtype = noad_ord
end
return replacements
end
function nodes_to_table(head, cur_style, text_families)
local bin_replacements = cleanup_mathbin(head)
local t = {[0] = 'mrow'}
local result = t
local nonscript
local core, last_noad, last_core, joining = space_like, nil, nil, nil
for n, id, sub in node.traverse(head) do
local new_core, new_joining, new_node, new_noad
local props = properties[n]
local mathml_core = props and props.mathml_core
local mathml_table = props and (props.mathml_table or mathml_core)
if mathml_table ~= nil then
new_node, new_core = mathml_table, mathml_core
elseif id == noad_t then
local new_n
new_n, new_core, new_joining = noad_to_table(n, sub, cur_style, joining, bin_replacements, text_families)
if new_joining == false then
t[#t], new_joining = new_n, nil
else
new_node = new_n -- might be nil
end
new_noad = sub
elseif id == accent_t then
new_node, new_core = accent_to_table(n, sub, cur_style, text_families)
new_noad = noad_ord
elseif id == style_t then
if sub ~= cur_style then
if #t == 0 then
t[0] = 'mstyle'
else
local new_t = {[0] = 'mstyle'}
t[#t+1] = new_t
t = new_t
end
if sub < 2 then
t.displaystyle, t.scriptlevel = true, 0
else
t.displaystyle, t.scriptlevel = false, sub//2 - 1
end
cur_style = sub
end
new_core = space_like
elseif id == choice_t then
local size = cur_style//2
new_node, new_core = nodes_to_table(n[size == 0 and 'display'
or size == 1 and 'text'
or size == 2 and 'script'
or size == 3 and 'scriptscript'
or assert(false)], 2*size, text_families), space_like
elseif id == radical_t then
new_node, new_core = radical_to_table(n, sub, cur_style, text_families)
new_noad = noad_ord
elseif id == fraction_t then
new_node, new_core = fraction_to_table(n, sub, cur_style, text_families)
new_noad = noad_inner
elseif id == fence_t then
new_node, new_core = fence_to_table(n, sub, cur_style)
local class = n.class
new_noad = class >= 0 and class or sub == fence_sub.left and noad_open or noad_close
elseif id == kern_t then
if not nonscript then
new_node, new_core = space_to_table(n.kern, sub, cur_style)
end
elseif id == glue_t then
if cur_style >= 4 or not nonscript then
if sub == 98 then -- TODO magic number
nonscript = true
else
new_node, new_core = space_to_table(n.width, sub, cur_style)
end
end
elseif id == rule_t then
new_node, new_core = rule_to_table(n, sub, cur_style)
-- elseif id == disc_t then -- Uncommon, does not play nicely with math mode and no sensible mapping anyway
end -- The other possible ids are whatsit, penalty, adjust, ins, mark. Ignore them.
nonscript = nil
if core and new_core ~= space_like then
core = core == space_like and new_core or nil
end
if new_node then
if new_noad then
local space = last_noad and (cur_style >= 4 and spacing_table_script or spacing_table)[last_noad + 1][new_noad + 1] or 0
if assert(space) ~= 0 then
if new_core and new_core[0] == 'mo' then
new_core.lspace = space
elseif last_core and last_core[0] == 'mo' then
last_core.rspace = space
else
t[#t+1] = {[0] = 'mspace', width = space} -- TODO Move into operators whenever possible
end
end
last_noad, last_core = new_noad, new_core
elseif new_node[0] ~= 'mspace' or new_node.mathbackground then
last_core = nil
end
t[#t+1] = new_node
end
joining = new_joining
end
-- In TeX, groups are never space like, so we insert an artificial node instead.
-- This node should be ignored for most purposes
if core == space_like then
core = {[0] = 'mi', ['tex:ignore'] = 'true'}
result[#result+1] = core
end
if t[0] == 'mrow' and #t == 1 then
assert(t == result)
result = t[1]
end
local mathml_filter = props and props.mathml_filter
if mathml_filter then
return mathml_filter(result, core)
else
return result, core
end
end
local function register_remap(family, mapping)
family = family << 21
for from, to in next, mapping do
remap_lookup[family | from] = utf8.char(to)
end
end
local function to_math(root, style)
if root[0] == 'mrow' then
root[0] = 'math'
else
root = {[0] = 'math', root}
end
root.xmlns = 'http://www.w3.org/1998/Math/MathML'
root['xmlns:tex'] = 'http://typesetting.eu/2021/LuaMathML'
if style < 2 then
root.display = 'block'
end
return root
end
return {
register_family = register_remap,
process = function(head, style, families) return nodes_to_table(head, style or 2, families) end,
make_root = to_math,
}