if not modules then modules = { } end modules ['math-map'] = { version = 1.001, comment = "companion to math-ini.mkiv", author = "Hans Hagen, PRAGMA-ADE, Hasselt NL", copyright = "PRAGMA ADE / ConTeXt Development Team", license = "see context related readme files" } -- todo: make sparse .. if self --[[ldx--
Remapping mathematics alphabets.
--ldx]]-- -- oldstyle: not really mathematics but happened to be part of -- the mathematics fonts in cmr -- -- persian: we will also provide mappers for other -- scripts -- todo: alphabets namespace -- maybe: script/scriptscript dynamic, -- superscripped primes get unscripted ! -- to be looked into once the fonts are ready (will become font -- goodie): -- -- (U+2202,U+1D715) : upright -- (U+2202,U+1D715) : italic -- (U+2202,U+1D715) : upright -- -- plus add them to the regular vectors below so that they honor \it etc local type, next = type, next local floor, div = math.floor, math.div local merged = table.merged local extract = bit32.extract local allocate = utilities.storage.allocate local otffeatures = fonts.constructors.newfeatures("otf") local registerotffeature = otffeatures.register local setmetatableindex = table.setmetatableindex local texgetattribute = tex.getattribute local texsetattribute = tex.setattribute local trace_greek = false trackers.register("math.greek", function(v) trace_greek = v end) local report_remapping = logs.reporter("mathematics","remapping") mathematics = mathematics or { } local mathematics = mathematics -- Unfortunately some alphabets have gaps (thereby troubling all applications that -- need to deal with math). Somewhat strange considering all those weird symbols that -- were added afterwards. The following trickery (and data) is only to be used for -- diagnostics and quick and dirty alphabet tracing (s-mat-10.mkiv) as we deal with -- it otherwise. -- todo: allocate mathematics.styles = allocate { "regular", "sansserif", "monospaced", "fraktur", "script", "blackboard" } mathematics.alternatives = allocate { "normal", "bold", "italic", "bolditalic" } mathematics.sets = allocate { "ucletters", "lcletters", "digits", "ucgreek", "lcgreek", "symbols" } mathematics.charactersets = allocate { ucletters = { 0x00041, 0x00042, 0x00043, 0x00044, 0x00045, 0x00046, 0x00047, 0x00048, 0x00049, 0x0004A, 0x0004B, 0x0004C, 0x0004D, 0x0004E, 0x0004F, 0x00050, 0x00051, 0x00052, 0x00053, 0x00054, 0x00055, 0x00056, 0x00057, 0x00058, 0x00059, 0x0005A, }, lcletters = { 0x00061, 0x00062, 0x00063, 0x00064, 0x00065, 0x00066, 0x00067, 0x00068, 0x00069, 0x0006A, 0x0006B, 0x0006C, 0x0006D, 0x0006E, 0x0006F, 0x00070, 0x00071, 0x00072, 0x00073, 0x00074, 0x00075, 0x00076, 0x00077, 0x00078, 0x00079, 0x0007A, }, digits = { 0x00030, 0x00031, 0x00032, 0x00033, 0x00034, 0x00035, 0x00036, 0x00037, 0x00038, 0x00039, }, ucgreek = { 0x0391, 0x0392, 0x0393, 0x0394, 0x0395, 0x0396, 0x0397, 0x0398, 0x0399, 0x039A, 0x039B, 0x039C, 0x039D, 0x039E, 0x039F, 0x03A0, 0x03A1, 0x03A3, 0x03A4, 0x03A5, 0x03A6, 0x03A7, 0x03A8, 0x03A9 }, lcgreek = { 0x03B1, 0x03B2, 0x03B3, 0x03B4, 0x03B5, 0x03B6, 0x03B7, 0x03B8, 0x03B9, 0x03BA, 0x03BB, 0x03BC, 0x03BD, 0x03BE, 0x03BF, 0x03C0, 0x03C1, 0x03C2, 0x03C3, 0x03C4, 0x03C5, 0x03C6, 0x03C7, 0x03C8, 0x03C9, 0x03D1, 0x03D5, 0x03D6, 0x03F0, 0x03F1, 0x03F4, 0x03F5 }, } mathematics.gaps = allocate { [0x1D455] = 0x0210E, -- ℎ h [0x1D49D] = 0x0212C, -- ℬ script B [0x1D4A0] = 0x02130, -- ℰ script E [0x1D4A1] = 0x02131, -- ℱ script F [0x1D4A3] = 0x0210B, -- ℋ script H [0x1D4A4] = 0x02110, -- ℐ script I [0x1D4A7] = 0x02112, -- ℒ script L [0x1D4A8] = 0x02133, -- ℳ script M [0x1D4AD] = 0x0211B, -- ℛ script R [0x1D4BA] = 0x0212F, -- ℯ script e [0x1D4BC] = 0x0210A, -- ℊ script g [0x1D4C4] = 0x02134, -- ℴ script o [0x1D506] = 0x0212D, -- ℭ fraktur C [0x1D50B] = 0x0210C, -- ℌ fraktur H [0x1D50C] = 0x02111, -- ℑ fraktur I [0x1D515] = 0x0211C, -- ℜ fraktur R [0x1D51D] = 0x02128, -- ℨ fraktur Z [0x1D53A] = 0x02102, -- ℂ bb C [0x1D53F] = 0x0210D, -- ℍ bb H [0x1D545] = 0x02115, -- ℕ bb N [0x1D547] = 0x02119, -- ℙ bb P [0x1D548] = 0x0211A, -- ℚ bb Q [0x1D549] = 0x0211D, -- ℝ bb R [0x1D551] = 0x02124, -- ℤ bb Z } local function fillinmathgaps(tfmdata,key,value) local mathgaps = mathematics.gaps local characters = tfmdata.characters local descriptions = tfmdata.descriptions for gap, original in next, mathgaps do if characters[original] and not characters[gap] then characters [gap] = characters [original] descriptions[gap] = descriptions[original] end end end registerotffeature { name = "mathgaps", description = "plug gaps in math alphabets", comment = "regular document sources should not depend on this", manipulators = { base = fillinmathgaps, node = fillinmathgaps, } } -- we could use one level less and have tf etc be tables directly but the -- following approach permits easier remapping of a-a, A-Z and 0-9 to -- fallbacks; symbols is currently mostly greek local function todigit (n) local t = { } for i=0, 9 do t[0x00030+i] = n+i end return t end local function toupper (n) local t = { } for i=0,25 do t[0x00041+i] = n+i end return t end local function tolower (n) local t = { } for i=0,25 do t[0x00061+i] = n+i end return t end local function tovector(t) return t end local regular_tf = { digits = todigit(0x00030), ucletters = toupper(0x00041), lcletters = tolower(0x00061), ucgreek = { [0x0391]=0x0391, [0x0392]=0x0392, [0x0393]=0x0393, [0x0394]=0x0394, [0x0395]=0x0395, [0x0396]=0x0396, [0x0397]=0x0397, [0x0398]=0x0398, [0x0399]=0x0399, [0x039A]=0x039A, [0x039B]=0x039B, [0x039C]=0x039C, [0x039D]=0x039D, [0x039E]=0x039E, [0x039F]=0x039F, [0x03A0]=0x03A0, [0x03A1]=0x03A1, [0x03A3]=0x03A3, [0x03A4]=0x03A4, [0x03A5]=0x03A5, [0x03A6]=0x03A6, [0x03A7]=0x03A7, [0x03A8]=0x03A8, [0x03A9]=0x03A9, }, lcgreek = { [0x03B1]=0x03B1, [0x03B2]=0x03B2, [0x03B3]=0x03B3, [0x03B4]=0x03B4, [0x03B5]=0x03B5, [0x03B6]=0x03B6, [0x03B7]=0x03B7, [0x03B8]=0x03B8, [0x03B9]=0x03B9, [0x03BA]=0x03BA, [0x03BB]=0x03BB, [0x03BC]=0x03BC, [0x03BD]=0x03BD, [0x03BE]=0x03BE, [0x03BF]=0x03BF, [0x03C0]=0x03C0, [0x03C1]=0x03C1, [0x03C2]=0x03C2, [0x03C3]=0x03C3, [0x03C4]=0x03C4, [0x03C5]=0x03C5, [0x03C6]=0x03C6, [0x03C7]=0x03C7, [0x03C8]=0x03C8, [0x03C9]=0x03C9, [0x03D1]=0x03D1, [0x03D5]=0x03D5, [0x03D6]=0x03D6, [0x03F0]=0x03F0, [0x03F1]=0x03F1, [0x03F4]=0x03F4, [0x03F5]=0x03F5, }, symbols = { [0x2202]=0x2202, [0x2207]=0x2207, [0x0027]=0x2032, -- prime }, } local regular_it = { digits = tovector(regular_tf.digits), ucletters = toupper(0x1D434), lcletters = { -- H [0x00061]=0x1D44E, [0x00062]=0x1D44F, [0x00063]=0x1D450, [0x00064]=0x1D451, [0x00065]=0x1D452, [0x00066]=0x1D453, [0x00067]=0x1D454, [0x00068]=0x0210E, [0x00069]=0x1D456, [0x0006A]=0x1D457, [0x0006B]=0x1D458, [0x0006C]=0x1D459, [0x0006D]=0x1D45A, [0x0006E]=0x1D45B, [0x0006F]=0x1D45C, [0x00070]=0x1D45D, [0x00071]=0x1D45E, [0x00072]=0x1D45F, [0x00073]=0x1D460, [0x00074]=0x1D461, [0x00075]=0x1D462, [0x00076]=0x1D463, [0x00077]=0x1D464, [0x00078]=0x1D465, [0x00079]=0x1D466, [0x0007A]=0x1D467, }, ucgreek = { [0x0391]=0x1D6E2, [0x0392]=0x1D6E3, [0x0393]=0x1D6E4, [0x0394]=0x1D6E5, [0x0395]=0x1D6E6, [0x0396]=0x1D6E7, [0x0397]=0x1D6E8, [0x0398]=0x1D6E9, [0x0399]=0x1D6EA, [0x039A]=0x1D6EB, [0x039B]=0x1D6EC, [0x039C]=0x1D6ED, [0x039D]=0x1D6EE, [0x039E]=0x1D6EF, [0x039F]=0x1D6F0, [0x03A0]=0x1D6F1, [0x03A1]=0x1D6F2, [0x03A3]=0x1D6F4, [0x03A4]=0x1D6F5, [0x03A5]=0x1D6F6, [0x03A6]=0x1D6F7, [0x03A7]=0x1D6F8, [0x03A8]=0x1D6F9, [0x03A9]=0x1D6FA, }, lcgreek = { [0x03B1]=0x1D6FC, [0x03B2]=0x1D6FD, [0x03B3]=0x1D6FE, [0x03B4]=0x1D6FF, [0x03B5]=0x1D700, [0x03B6]=0x1D701, [0x03B7]=0x1D702, [0x03B8]=0x1D703, [0x03B9]=0x1D704, [0x03BA]=0x1D705, [0x03BB]=0x1D706, [0x03BC]=0x1D707, [0x03BD]=0x1D708, [0x03BE]=0x1D709, [0x03BF]=0x1D70A, [0x03C0]=0x1D70B, [0x03C1]=0x1D70C, [0x03C2]=0x1D70D, [0x03C3]=0x1D70E, [0x03C4]=0x1D70F, [0x03C5]=0x1D710, [0x03C6]=0x1D711, [0x03C7]=0x1D712, [0x03C8]=0x1D713, [0x03C9]=0x1D714, [0x03D1]=0x1D717, [0x03D5]=0x1D719, [0x03D6]=0x1D71B, [0x03F0]=0x1D718, [0x03F1]=0x1D71A, [0x03F4]=0x1D6F3, [0x03F5]=0x1D716, }, symbols = { [0x2202]=0x1D715, [0x2207]=0x1D6FB, [0x0027]=0x2032, -- prime }, } local regular_bf= { digits = todigit(0x1D7CE), ucletters = toupper(0x1D400), lcletters = tolower(0x1D41A), ucgreek = { [0x0391]=0x1D6A8, [0x0392]=0x1D6A9, [0x0393]=0x1D6AA, [0x0394]=0x1D6AB, [0x0395]=0x1D6AC, [0x0396]=0x1D6AD, [0x0397]=0x1D6AE, [0x0398]=0x1D6AF, [0x0399]=0x1D6B0, [0x039A]=0x1D6B1, [0x039B]=0x1D6B2, [0x039C]=0x1D6B3, [0x039D]=0x1D6B4, [0x039E]=0x1D6B5, [0x039F]=0x1D6B6, [0x03A0]=0x1D6B7, [0x03A1]=0x1D6B8, [0x03A3]=0x1D6BA, [0x03A4]=0x1D6BB, [0x03A5]=0x1D6BC, [0x03A6]=0x1D6BD, [0x03A7]=0x1D6BE, [0x03A8]=0x1D6BF, [0x03A9]=0x1D6C0, }, lcgreek = { [0x03B1]=0x1D6C2, [0x03B2]=0x1D6C3, [0x03B3]=0x1D6C4, [0x03B4]=0x1D6C5, [0x03B5]=0x1D6C6, [0x03B6]=0x1D6C7, [0x03B7]=0x1D6C8, [0x03B8]=0x1D6C9, [0x03B9]=0x1D6CA, [0x03BA]=0x1D6CB, [0x03BB]=0x1D6CC, [0x03BC]=0x1D6CD, [0x03BD]=0x1D6CE, [0x03BE]=0x1D6CF, [0x03BF]=0x1D6D0, [0x03C0]=0x1D6D1, [0x03C1]=0x1D6D2, [0x03C2]=0x1D6D3, [0x03C3]=0x1D6D4, [0x03C4]=0x1D6D5, [0x03C5]=0x1D6D6, [0x03C6]=0x1D6D7, [0x03C7]=0x1D6D8, [0x03C8]=0x1D6D9, [0x03C9]=0x1D6DA, [0x03D1]=0x1D6DD, [0x03D5]=0x1D6DF, [0x03D6]=0x1D6E1, [0x03F0]=0x1D6DE, [0x03F1]=0x1D6E0, [0x03F4]=0x1D6B9, [0x03F5]=0x1D6DC, }, symbols = { [0x2202]=0x1D6DB, [0x2207]=0x1D6C1, [0x0027]=0x2032, -- prime }, } local regular_bi = { digits = tovector(regular_bf.digits), ucletters = toupper(0x1D468), lcletters = tolower(0x1D482), ucgreek = { [0x0391]=0x1D71C, [0x0392]=0x1D71D, [0x0393]=0x1D71E, [0x0394]=0x1D71F, [0x0395]=0x1D720, [0x0396]=0x1D721, [0x0397]=0x1D722, [0x0398]=0x1D723, [0x0399]=0x1D724, [0x039A]=0x1D725, [0x039B]=0x1D726, [0x039C]=0x1D727, [0x039D]=0x1D728, [0x039E]=0x1D729, [0x039F]=0x1D72A, [0x03A0]=0x1D72B, [0x03A1]=0x1D72C, [0x03A3]=0x1D72E, [0x03A4]=0x1D72F, [0x03A5]=0x1D730, [0x03A6]=0x1D731, [0x03A7]=0x1D732, [0x03A8]=0x1D733, [0x03A9]=0x1D734, }, lcgreek = { [0x03B1]=0x1D736, [0x03B2]=0x1D737, [0x03B3]=0x1D738, [0x03B4]=0x1D739, [0x03B5]=0x1D73A, [0x03B6]=0x1D73B, [0x03B7]=0x1D73C, [0x03B8]=0x1D73D, [0x03B9]=0x1D73E, [0x03BA]=0x1D73F, [0x03BB]=0x1D740, [0x03BC]=0x1D741, [0x03BD]=0x1D742, [0x03BE]=0x1D743, [0x03BF]=0x1D744, [0x03C0]=0x1D745, [0x03C1]=0x1D746, [0x03C2]=0x1D747, [0x03C3]=0x1D748, [0x03C4]=0x1D749, [0x03C5]=0x1D74A, [0x03C6]=0x1D74B, [0x03C7]=0x1D74C, [0x03C8]=0x1D74D, [0x03C9]=0x1D74E, [0x03D1]=0x1D751, [0x03D5]=0x1D753, [0x03D6]=0x1D755, [0x03F0]=0x1D752, [0x03F1]=0x1D754, [0x03F4]=0x1D72D, [0x03F5]=0x1D750, }, symbols = { [0x2202]=0x1D74F, [0x2207]=0x1D735, [0x0027]=0x2032, -- prime }, } local regular = { tf = regular_tf, it = regular_it, bf = regular_bf, bi = regular_bi, } local sansserif_tf = { digits = todigit(0x1D7E2), ucletters = toupper(0x1D5A0), lcletters = tolower(0x1D5BA), lcgreek = tovector(regular_tf.lcgreek), ucgreek = tovector(regular_tf.ucgreek), symbols = tovector(regular_tf.symbols), } local sansserif_it = { digits = tovector(regular_tf.digits), ucletters = toupper(0x1D608), lcletters = tolower(0x1D622), lcgreek = tovector(regular_tf.lcgreek), ucgreek = tovector(regular_tf.ucgreek), symbols = tovector(regular_tf.symbols), } local sansserif_bf = { digits = todigit(0x1D7EC), ucletters = toupper(0x1D5D4), lcletters = tolower(0x1D5EE), ucgreek = { [0x0391]=0x1D756, [0x0392]=0x1D757, [0x0393]=0x1D758, [0x0394]=0x1D759, [0x0395]=0x1D75A, [0x0396]=0x1D75B, [0x0397]=0x1D75C, [0x0398]=0x1D75D, [0x0399]=0x1D75E, [0x039A]=0x1D75F, [0x039B]=0x1D760, [0x039C]=0x1D761, [0x039D]=0x1D762, [0x039E]=0x1D763, [0x039F]=0x1D764, [0x03A0]=0x1D765, [0x03A1]=0x1D766, [0x03A3]=0x1D768, [0x03A4]=0x1D769, [0x03A5]=0x1D76A, [0x03A6]=0x1D76B, [0x03A7]=0x1D76C, [0x03A8]=0x1D76D, [0x03A9]=0x1D76E, }, lcgreek = { [0x03B1]=0x1D770, [0x03B2]=0x1D771, [0x03B3]=0x1D772, [0x03B4]=0x1D773, [0x03B5]=0x1D774, [0x03B6]=0x1D775, [0x03B7]=0x1D776, [0x03B8]=0x1D777, [0x03B9]=0x1D778, [0x03BA]=0x1D779, [0x03BB]=0x1D77A, [0x03BC]=0x1D77B, [0x03BD]=0x1D77C, [0x03BE]=0x1D77D, [0x03BF]=0x1D77E, [0x03C0]=0x1D77F, [0x03C1]=0x1D780, [0x03C2]=0x1D781, [0x03C3]=0x1D782, [0x03C4]=0x1D783, [0x03C5]=0x1D784, [0x03C6]=0x1D785, [0x03C7]=0x1D786, [0x03C8]=0x1D787, [0x03C9]=0x1D788, [0x03D1]=0x1D78B, [0x03D5]=0x1D78D, [0x03D6]=0x1D78F, [0x03F0]=0x1D78C, [0x03F1]=0x1D78E, [0x03F4]=0x1D767, [0x03F5]=0x1D78A, }, symbols = { [0x2202]=0x1D789, [0x2207]=0x1D76F, [0x0027]=0x2032, -- prime }, } local sansserif_bi = { digits = tovector(sansserif_bf.digits), ucletters = toupper(0x1D63C), lcletters = tolower(0x1D656), ucgreek = { [0x0391]=0x1D790, [0x0392]=0x1D791, [0x0393]=0x1D792, [0x0394]=0x1D793, [0x0395]=0x1D794, [0x0396]=0x1D795, [0x0397]=0x1D796, [0x0398]=0x1D797, [0x0399]=0x1D798, [0x039A]=0x1D799, [0x039B]=0x1D79A, [0x039C]=0x1D79B, [0x039D]=0x1D79C, [0x039E]=0x1D79D, [0x039F]=0x1D79E, [0x03A0]=0x1D79F, [0x03A1]=0x1D7A0, [0x03A3]=0x1D7A2, [0x03A4]=0x1D7A3, [0x03A5]=0x1D7A4, [0x03A6]=0x1D7A5, [0x03A7]=0x1D7A6, [0x03A8]=0x1D7A7, [0x03A9]=0x1D7A8, }, lcgreek = { [0x03B1]=0x1D7AA, [0x03B2]=0x1D7AB, [0x03B3]=0x1D7AC, [0x03B4]=0x1D7AD, [0x03B5]=0x1D7AE, [0x03B6]=0x1D7AF, [0x03B7]=0x1D7B0, [0x03B8]=0x1D7B1, [0x03B9]=0x1D7B2, [0x03BA]=0x1D7B3, [0x03BB]=0x1D7B4, [0x03BC]=0x1D7B5, [0x03BD]=0x1D7B6, [0x03BE]=0x1D7B7, [0x03BF]=0x1D7B8, [0x03C0]=0x1D7B9, [0x03C1]=0x1D7BA, [0x03C2]=0x1D7BB, [0x03C3]=0x1D7BC, [0x03C4]=0x1D7BD, [0x03C5]=0x1D7BE, [0x03C6]=0x1D7BF, [0x03C7]=0x1D7C0, [0x03C8]=0x1D7C1, [0x03C9]=0x1D7C2, [0x03D1]=0x1D7C5, [0x03D5]=0x1D7C7, [0x03D6]=0x1D7C9, [0x03F0]=0x1D7C6, [0x03F1]=0x1D7C8, [0x03F4]=0x1D7A1, [0x03F5]=0x1D7C4, }, symbols = { [0x2202]=0x1D7C3, [0x2207]=0x1D7A9, [0x0027]=0x2032, -- prime }, } local sansserif = { tf = sansserif_tf, it = sansserif_it, bf = sansserif_bf, bi = sansserif_bi, } local monospaced_tf = { digits = todigit(0x1D7F6), ucletters = toupper(0x1D670), lcletters = tolower(0x1D68A), lcgreek = tovector(sansserif_tf.lcgreek), ucgreek = tovector(sansserif_tf.ucgreek), symbols = tovector(sansserif_tf.symbols), } local monospaced_it = tovector(sansserif_it) local monospaced_bf = tovector(sansserif_bf) local monospaced_bi = tovector(sansserif_bi) local monospaced = { tf = monospaced_tf, it = monospaced_tf, bf = monospaced_tf, bi = monospaced_bf, } local blackboard_tf = { digits = todigit(0x1D7D8), ucletters = { -- C H N P Q R Z [0x00041]=0x1D538, [0x00042]=0x1D539, [0x00043]=0x02102, [0x00044]=0x1D53B, [0x00045]=0x1D53C, [0x00046]=0x1D53D, [0x00047]=0x1D53E, [0x00048]=0x0210D, [0x00049]=0x1D540, [0x0004A]=0x1D541, [0x0004B]=0x1D542, [0x0004C]=0x1D543, [0x0004D]=0x1D544, [0x0004E]=0x02115, [0x0004F]=0x1D546, [0x00050]=0x02119, [0x00051]=0x0211A, [0x00052]=0x0211D, [0x00053]=0x1D54A, [0x00054]=0x1D54B, [0x00055]=0x1D54C, [0x00056]=0x1D54D, [0x00057]=0x1D54E, [0x00058]=0x1D54F, [0x00059]=0x1D550, [0x0005A]=0x02124, }, lcletters = tolower(0x1D552), lcgreek = { -- gamma pi [0x03B3]=0x0213C, [0x03C0]=0x0213D, }, ucgreek = { -- Gamma pi [0x0393]=0x0213E, [0x03A0]=0x0213F, }, symbols = { -- sum [0x2211]=0x02140, [0x0027]=0x2032, -- prime }, } blackboard_tf.lcgreek = merged(regular_tf.lcgreek, blackboard_tf.lcgreek) blackboard_tf.ucgreek = merged(regular_tf.ucgreek, blackboard_tf.ucgreek) blackboard_tf.symbols = merged(regular_tf.symbols, blackboard_tf.symbols) local blackboard = { tf = blackboard_tf, it = blackboard_tf, bf = blackboard_tf, bi = blackboard_tf, } local fraktur_tf= { digits = tovector(regular_tf.digits), ucletters = { -- C H I R Z [0x00041]=0x1D504, [0x00042]=0x1D505, [0x00043]=0x0212D, [0x00044]=0x1D507, [0x00045]=0x1D508, [0x00046]=0x1D509, [0x00047]=0x1D50A, [0x00048]=0x0210C, [0x00049]=0x02111, [0x0004A]=0x1D50D, [0x0004B]=0x1D50E, [0x0004C]=0x1D50F, [0x0004D]=0x1D510, [0x0004E]=0x1D511, [0x0004F]=0x1D512, [0x00050]=0x1D513, [0x00051]=0x1D514, [0x00052]=0x0211C, [0x00053]=0x1D516, [0x00054]=0x1D517, [0x00055]=0x1D518, [0x00056]=0x1D519, [0x00057]=0x1D51A, [0x00058]=0x1D51B, [0x00059]=0x1D51C, [0x0005A]=0x02128, }, lcletters = tolower(0x1D51E), lcgreek = tovector(regular_tf.lcgreek), ucgreek = tovector(regular_tf.ucgreek), symbols = tovector(regular_tf.symbols), } local fraktur_bf = { digits = tovector(regular_bf.digits), ucletters = toupper(0x1D56C), lcletters = tolower(0x1D586), lcgreek = tovector(regular_bf.lcgreek), ucgreek = tovector(regular_bf.ucgreek), symbols = tovector(regular_bf.symbols), } local fraktur = { -- ok tf = fraktur_tf, bf = fraktur_bf, it = fraktur_tf, bi = fraktur_bf, } local script_tf = { digits = tovector(regular_tf.digits), ucletters = { -- B E F H I L M R -- P 2118 [0x00041]=0x1D49C, [0x00042]=0x0212C, [0x00043]=0x1D49E, [0x00044]=0x1D49F, [0x00045]=0x02130, [0x00046]=0x02131, [0x00047]=0x1D4A2, [0x00048]=0x0210B, [0x00049]=0x02110, [0x0004A]=0x1D4A5, [0x0004B]=0x1D4A6, [0x0004C]=0x02112, [0x0004D]=0x02133, [0x0004E]=0x1D4A9, [0x0004F]=0x1D4AA, [0x00050]=0x1D4AB, [0x00051]=0x1D4AC, [0x00052]=0x0211B, [0x00053]=0x1D4AE, [0x00054]=0x1D4AF, [0x00055]=0x1D4B0, [0x00056]=0x1D4B1, [0x00057]=0x1D4B2, [0x00058]=0x1D4B3, [0x00059]=0x1D4B4, [0x0005A]=0x1D4B5, }, lcletters = { -- E G O -- L 2113 [0x00061]=0x1D4B6, [0x00062]=0x1D4B7, [0x00063]=0x1D4B8, [0x00064]=0x1D4B9, [0x00065]=0x0212F, [0x00066]=0x1D4BB, [0x00067]=0x0210A, [0x00068]=0x1D4BD, [0x00069]=0x1D4BE, [0x0006A]=0x1D4BF, [0x0006B]=0x1D4C0, [0x0006C]=0x1D4C1, [0x0006D]=0x1D4C2, [0x0006E]=0x1D4C3, [0x0006F]=0x02134, [0x00070]=0x1D4C5, [0x00071]=0x1D4C6, [0x00072]=0x1D4C7, [0x00073]=0x1D4C8, [0x00074]=0x1D4C9, [0x00075]=0x1D4CA, [0x00076]=0x1D4CB, [0x00077]=0x1D4CC, [0x00078]=0x1D4CD, [0x00079]=0x1D4CE, [0x0007A]=0x1D4CF, }, lcgreek = tovector(regular_tf.lcgreek), ucgreek = tovector(regular_tf.ucgreek), symbols = tovector(regular_tf.symbols), } local script_bf = { digits = tovector(regular_bf.digits), ucletters = toupper(0x1D4D0), lcletters = tolower(0x1D4EA), lcgreek = tovector(regular_bf.lcgreek), ucgreek = tovector(regular_bf.ucgreek), symbols = tovector(regular_bf.symbols), } local script = { tf = script_tf, bf = script_bf, it = script_tf, bi = script_bf, } local alphabets = allocate { regular = regular, sansserif = sansserif, monospaced = monospaced, blackboard = blackboard, fraktur = fraktur, script = script, } alphabets.tt = tovector(monospaced) alphabets.ss = tovector(sansserif) alphabets.rm = tovector(regular) alphabets.bb = tovector(blackboard) alphabets.fr = tovector(fraktur) alphabets.sr = tovector(script) monospaced.normal = tovector(monospaced_tf) monospaced.italic = tovector(monospaced_it) monospaced.bold = tovector(monospaced_bf) monospaced.bolditalic = tovector(monospaced_bi) sansserif.normal = tovector(sansserif_tf) sansserif.italic = tovector(sansserif_it) sansserif.bold = tovector(sansserif_bf) sansserif.bolditalic = tovector(sansserif_bi) regular.normal = tovector(regular_tf) regular.italic = tovector(regular_it) regular.bold = tovector(regular_bf) regular.bolditalic = tovector(regular_bi) alphabets.serif = tovector(regular) alphabets.type = tovector(monospaced) alphabets.teletype = tovector(monospaced) mathematics.alphabets = alphabets local mathremap = allocate { } mathematics.mapremap = mathremap local boldmap = allocate { } mathematics.boldmap = boldmap -- all math (a bit of redundancy here) for alphabet, styles in next, alphabets do -- per 9/6/2011 we also have attr for missing for style, data in next, styles do -- let's keep the long names (for tracing) local n = #mathremap + 1 local d = { attribute = n, alphabet = alphabet, style = style, } styles[style] = d setmetatableindex(d,data) -- we could use a alphadata table mathremap[n] = d end end -- bold math local function remapbold(tf,bf) local styles = mathematics.styles local sets = mathematics.sets for i=1,#styles do for j=1,#sets do local one = styles[i] local two = sets[j] local a = alphabets[one] local tf = a[tf][two] local bf = a[bf][two] if tf and bf then for k, v in next, tf do boldmap[v] = bf[k] end end end end end remapbold("tf","bf") remapbold("it","bi") -- table.save("e:/tmp/a.lua",alphabets) -- table.save("e:/tmp/b.lua",boldmap) function mathematics.tostyle(attribute) local r = mathremap[attribute] return r and r.style or "tf" end function mathematics.toname(attribute) local r = mathremap[attribute] return r and r.alphabet or "regular" end -- of course we could do some div/mod trickery instead local mathalphabet = attributes.private("mathalphabet") function mathematics.getboth(alphabet,style) local data = alphabet and alphabets[alphabet] or regular data = data[style or "tf"] or data.tf return data and data.attribute end function mathematics.getstyle(style) local r = mathremap[texgetattribute(mathalphabet)] local alphabet = r and r.alphabet or "regular" local data = alphabets[alphabet][style] return data and data.attribute end function mathematics.syncboth(alphabet,style) local data = alphabet and alphabets[alphabet] or regular data = style and data[style] or data.tf texsetattribute(mathalphabet,data and data.attribute or texattribute[mathalphabet]) end function mathematics.syncstyle(style) local r = mathremap[texgetattribute(mathalphabet)] local alphabet = r and r.alphabet or "regular" local data = alphabets[alphabet][style] texsetattribute(mathalphabet,data and data.attribute or texattribute[mathalphabet]) end function mathematics.syncname(alphabet) -- local r = mathremap[mathalphabet] local r = mathremap[texgetattribute(mathalphabet)] local style = r and r.style or "tf" local data = alphabets[alphabet][style] texsetattribute(mathalphabet,data and data.attribute or texattribute[mathalphabet]) end local islcgreek = regular_tf.lcgreek local isucgreek = regular_tf.ucgreek local issygreek = regular_tf.symbols local isgreek = merged(islcgreek,isucgreek,issygreek) local greekremapping = { [1] = { what = "unchanged" }, -- upright [2] = { what = "upright", it = "tf", bi = "bf" }, -- upright [3] = { what = "italic", tf = "it", bf = "bi" }, -- italic } local usedremap = { } local function resolver(map) return function (t,k) local v = map.digits [k] or map.lcletters[k] or map.ucletters[k] or map.lcgreek [k] or map.ucgreek [k] or map.symbols [k] or k t[k] = v return v end end for k, v in next, mathremap do local t = { } setmetatableindex(t,resolver(v)) usedremap[k] = t end local function remapgreek(mathalphabet,how,detail,char) local r = mathremap[mathalphabet] -- what if 0 local alphabet = r and r.alphabet or "regular" local style = r and r.style or "tf" local remapping = greekremapping[how] if trace_greek then report_remapping("greek %s, %s char %C, alphabet %a %a, method %a","before",detail,char,alphabet,style,remapping.what) end local newstyle = remapping[style] if newstyle then local data = alphabets[alphabet][newstyle] -- always something mathalphabet = data and data.attribute or mathalphabet style = newstyle end if trace_greek then report_remapping("greek %s, %s char %C, alphabet %a %a, method %a","after",detail,char,alphabet,style,remapping.what) end return mathalphabet, style end function mathematics.remapalphabets(char,mathalphabet,mathgreek) if not mathalphabet then return end if mathgreek and mathgreek > 0 then if not isgreek[char] then -- nothing needed elseif islcgreek[char] then local lc = extract(mathgreek,4,4) if lc > 1 then mathalphabet = remapgreek(mathalphabet,lc,"lowercase",char) end elseif isucgreek[char] then local uc = extract(mathgreek,0,4) if uc > 1 then mathalphabet = remapgreek(mathalphabet,uc,"uppercase",char) end elseif issygreek[char] then local sy = extract(mathgreek,8,4) if sy > 1 then mathalphabet = remapgreek(mathalphabet,sy,"symbol",char) end end end if mathalphabet > 0 then local remap = usedremap[mathalphabet] -- redundant check if remap then local newchar = remap[char] return newchar ~= char and newchar end end -- return nil end -- begin of experiment local fallback = { tf = "bf", it = "bi", bf = "tf", bi = "it", } function mathematics.fallbackstyleattr(attribute) local r = mathremap[attribute] local alphabet = r.alphabet or "regular" local style = r.style or "tf" local fback = fallback[style] if fback then local data = alphabets[alphabet][fback] if data then local attr = data.attribute return attribute ~= attr and attr end end end -- end of experiment local function checkedcopy(characters,child,parent) for k, v in next, child do if not characters[v] then characters[v] = characters[parent[k]] end end end function mathematics.addfallbacks(main) local characters = main.characters checkedcopy(characters,regular.bf.ucgreek,regular.tf.ucgreek) checkedcopy(characters,regular.bf.lcgreek,regular.tf.lcgreek) checkedcopy(characters,regular.bi.ucgreek,regular.it.ucgreek) checkedcopy(characters,regular.bi.lcgreek,regular.it.lcgreek) end -- interface commands.setmathattribute = mathematics.syncboth commands.setmathalphabet = mathematics.syncname commands.setmathstyle = mathematics.syncstyle