%% This is part of the OpTeX project, see http://petr.olsak.net/optex \_codedecl \_ncharrmA {Uni math codes <2025-02-09>} % preloaded on demand by \loadmath \_doc ----------------------------- Unicode math font includes all typical math alphabets together, user needs no load more \TeX/ math families. These math alphabets are encoded by different parts of Unicode table. We need auxiliary macros for setting mathcodes by selected math alphabet. \nl \`\_umathrange` `{-}\` sets `\Umathcode`s of the characters in the interval `-` to `\`, `\+1`, `\+2` etc., but \`\_umathcharholes` are skipped (`\_umathcharholes` are parts of the Unicode table not designed for math alphabets, they cause that the math alphabets are not continuously spread out in the table; I mean that the designers were under the influence of drugs when they created this part of the Unicode table). The `-` clause includes characters like~`A-Z`. Note that the `\_umathrange` sets the \`\_classfam` macro as for later use. \_cod ----------------------------- \_newcount\_umathnumA \_newcount\_umathnumB \_def\_umathholes[#1]#2{\_ifx^#1^\_else \_ea\_chardef \_csname _mh:#1\_endcsname=#2 \_ea\_umathholes\_fi} \_umathholes % holes in math alphabets: [119893]{"210E}[119965]{"212C}[119968]{"2130}[119969]{"2131}% [119971]{"210B}[119972]{"2110}[119975]{"2112}[119976]{"2133}[119981]{"211B}% [119994]{"212F}[119996]{"210A}[120004]{"2134}% [120070]{"212D}[120075]{"210C}[120076]{"2111}[120085]{"211C}[120093]{"2128}% [120122]{"2102}[120127]{"210D}[120133]{"2115}[120135]{"2119}% [120136]{"211A}[120137]{"211D}[120145]{"2124}[]{}% \_let\_umathholes=\_undefined \_def\_umathrange#1#2#3#4{\_umathnumB=#4\_def\_classfam{#2 #3 }\_umathrangeA#1} \_def\_umathrangeA#1-#2{\_umathnumA=`#1\_relax \_loop \_Umathcode \_umathnumA = \_classfam \_trycs{_mh:\_the\_umathnumB}\_umathnumB \_ifnum\_umathnumA<`#2\_relax \_advance\_umathnumA by1 \_advance\_umathnumB by1 \_repeat } \_doc ----------------------------- A few math characters have very specific Unicode and must be handled individually. We can run \`\_umathrangespec``\relax` just after \^`\_umathrange`. The `\_umathnumB` must be set to the first destination code. The \^`\_umathrangespec` applies to each character from the this: `\Umathcode``=\_classfam\_umathnumB` and increments `\_umathnumB`. If `\_umathnumB=0` then it applies `\Umathcode``=\_classfam `. The \^`\_classfam` and `\_umathnumB` were typically set by previous call of the \^`\_umathrange` macro. \_cod ----------------------------- \_def\_umathrangespec#1{\_ifx#1\_relax \_else \_Umathcode `#1=\_classfam \_ifnum\_umathnumB=0 `#1 \_else \_umathnumB\_fi \_unless\_ifnum\_umathnumB=0 \_advance\_umathnumB by1 \_fi \_ea\_umathrangespec \_fi } \_doc ----------------------------- The math alphabets are set by \`\_rmvariables`, \`\_rmletters`, \`\_bfvariables`, \`\_bfletters`,\nl \`\_itvariables`, \`\_itletters`, \`\_bivariables`, \`\_biletters`,\nl \`\_calvariables`, \`\_bcalvariables`, \`\_frakvariables`, \`\_bfrakvariables`, \`\_bbvariables`,\nl \`\_sansvariables`, \`\_bsansvariables`, \`\_isansvariables`, \`\_bisansvariables`, \`\_ttvariables`,\nl \`\_itgreek`, \`\_rmgreek,` \`\_bfgreek`, \`\_bigreek`, \`\_bsansgreek`, \`\_bisansgreek`,\nl \`\_itGreek`, \`\_rmGreek`, \`\_bfGreek`, \`\_biGreek`, \`\_bsansGreek`, \`\_bisansGreek`,\nl \`\_rmdigits`, \`\_bfdigits`, \`\_bbdigits`, \`\_sansdigits`, \`\_bsansdigits`, \`\_ttdigits`.\nl They are declared using the \^`\_umathrange {}` macro. \_cod ----------------------------- \_chardef\_ncharrmA=`A \_chardef\_ncharrma=`a \_chardef\_ncharbfA="1D400 \_chardef\_ncharbfa="1D41A \_chardef\_ncharitA="1D434 \_chardef\_ncharita="1D44E \_chardef\_ncharbiA="1D468 \_chardef\_ncharbia="1D482 \_chardef\_ncharclA="1D49C \_chardef\_ncharcla="1D4B6 \_chardef\_ncharbcA="1D4D0 \_chardef\_ncharbca="1D4EA \_chardef\_ncharfrA="1D504 \_chardef\_ncharfra="1D51E \_chardef\_ncharbrA="1D56C \_chardef\_ncharbra="1D586 \_chardef\_ncharbbA="1D538 \_chardef\_ncharbba="1D552 \_chardef\_ncharsnA="1D5A0 \_chardef\_ncharsna="1D5BA \_chardef\_ncharbsA="1D5D4 \_chardef\_ncharbsa="1D5EE \_chardef\_ncharsiA="1D608 \_chardef\_ncharsia="1D622 \_chardef\_ncharsxA="1D63C \_chardef\_ncharsxa="1D656 \_chardef\_ncharttA="1D670 \_chardef\_nchartta="1D68A \_protected\_def\_rmvariables {\_umathrange{A-Z}71\_ncharrmA \_umathrange{a-z}71\_ncharrma} \_protected\_def\_rmletters {\_umathrange{A-Z}72\_ncharrmA \_umathrange{a-z}72\_ncharrma} \_protected\_def\_bfvariables {\_umathrange{A-Z}71\_ncharbfA \_umathrange{a-z}71\_ncharbfa} \_protected\_def\_bfletters {\_umathrange{A-Z}72\_ncharbfA \_umathrange{a-z}72\_ncharbfa} \_protected\_def\_itvariables {\_umathrange{A-Z}71\_ncharitA \_umathrange{a-z}71\_ncharita} \_protected\_def\_itletters {\_umathrange{A-Z}72\_ncharitA \_umathrange{a-z}72\_ncharita} \_protected\_def\_bivariables {\_umathrange{A-Z}71\_ncharbiA \_umathrange{a-z}71\_ncharbia} \_protected\_def\_biletters {\_umathrange{A-Z}72\_ncharbiA \_umathrange{a-z}72\_ncharbia} \_protected\_def\_calvariables {\_umathrange{A-Z}71\_ncharclA \_umathrange{a-z}71\_ncharcla} \_protected\_def\_bcalvariables {\_umathrange{A-Z}71\_ncharbcA \_umathrange{a-z}71\_ncharbca} \_protected\_def\_frakvariables {\_umathrange{A-Z}71\_ncharfrA \_umathrange{a-z}71\_ncharfra} \_protected\_def\_bfrakvariables {\_umathrange{A-Z}71\_ncharbrA \_umathrange{a-z}71\_ncharbra} \_protected\_def\_bbvariables {\_umathrange{A-Z}71\_ncharbbA \_umathrange{a-z}71\_ncharbba} \_protected\_def\_sansvariables {\_umathrange{A-Z}71\_ncharsnA \_umathrange{a-z}71\_ncharsna} \_protected\_def\_bsansvariables {\_umathrange{A-Z}71\_ncharbsA \_umathrange{a-z}71\_ncharbsa} \_protected\_def\_isansvariables {\_umathrange{A-Z}71\_ncharsiA \_umathrange{a-z}71\_ncharsia} \_protected\_def\_bisansvariables {\_umathrange{A-Z}71\_ncharsxA \_umathrange{a-z}71\_ncharsxa} \_protected\_def\_ttvariables {\_umathrange{A-Z}71\_ncharttA \_umathrange{a-z}71\_nchartta} \_chardef\_greekrmA="0391 \_chardef\_greekrma="03B1 \_chardef\_greekbfA="1D6A8 \_chardef\_greekbfa="1D6C2 \_chardef\_greekitA="1D6E2 \_chardef\_greekita="1D6FC \_chardef\_greekbiA="1D71C \_chardef\_greekbia="1D736 \_chardef\_greeksnA="1D756 \_chardef\_greeksna="1D770 \_chardef\_greeksiA="1D790 \_chardef\_greeksia="1D7AA \_protected\_def\_itgreek {\_umathrangegreek71\_greekita} \_protected\_def\_rmgreek {\_umathrangegreek71\_greekrma} \_protected\_def\_bfgreek {\_umathrangegreek71\_greekbfa} \_protected\_def\_bigreek {\_umathrangegreek71\_greekbia} \_protected\_def\_bsansgreek {\_umathrangegreek71\_greeksna} \_protected\_def\_bisansgreek{\_umathrangegreek71\_greeksia} \_protected\_def\_itGreek {\_umathrangeGREEK71\_greekitA} \_protected\_def\_rmGreek {\_umathrangeGREEK71\_greekrmA} \_protected\_def\_bfGreek {\_umathrangeGREEK71\_greekbfA} \_protected\_def\_biGreek {\_umathrangeGREEK71\_greekbiA} \_protected\_def\_bsansGreek {\_umathrangeGREEK71\_greeksnA} \_protected\_def\_bisansGreek{\_umathrangeGREEK71\_greeksiA} \_chardef\_digitrmO=`0 \_chardef\_digitbfO="1D7CE \_chardef\_digitbbO="1D7D8 \_chardef\_digitsnO="1D7E2 \_chardef\_digitbsO="1D7EC \_chardef\_digitttO="1D7F6 \_protected\_def\_rmdigits {\_umathrange{0-9}71\_digitrmO} \_protected\_def\_bfdigits {\_umathrange{0-9}71\_digitbfO} \_protected\_def\_bbdigits {\_umathrange{0-9}71\_digitbbO} \_protected\_def\_sansdigits {\_umathrange{0-9}71\_digitsnO} \_protected\_def\_bsansdigits {\_umathrange{0-9}71\_digitbsO} \_protected\_def\_ttdigits {\_umathrange{0-9}71\_digitttO} \_doc ----------------------------- The control sequences for `\alpha`, `\beta`, etc.\ are redefined here. The `\alpha` will expand to the character with Unicode `"03B1`, this is a normal character $α$. You can type it directly in your editor if you know how to do this. These sequences are declared by `\_greekdef``\relax`. \_cod ----------------------------- \_def\_greekdef#1{\_ifx#1\_relax \_else \_edef#1{\_Uchar\_umathnumB}% \_advance\_umathnumB by 1 \_ea\_greekdef \_fi } \_umathnumB="0391 \_greekdef \Alpha \Beta \Gamma \Delta \Epsilon \Zeta \Eta \Theta \Iota \Kappa \Lambda \Mu \Nu \Xi \Omicron \Pi \Rho \varTheta \Sigma \Tau \Upsilon \Phi \Chi \Psi \Omega \_relax \_umathnumB="03B1 \_greekdef \alpha \beta \gamma \delta \varepsilon \zeta \eta \theta \iota \kappa \lambda \mu \nu \xi \omicron \pi \rho \varsigma \sigma \tau \upsilon \varphi \chi \psi \omega \_relax \_doc ----------------------------- The \`\_umathrangeGREEK``` and \`\_umathrangegreek``` macros for setting math codes of Greek characters are defined here. They use \^`\_umathrange` for general codes but the exceptions must be handled by the \^`\_umathrangespec` macro. The exceptions are seven Greek characters: $\epsilon, \vartheta, \varkappa, \phi, \varrho, \varpi, \nabla$. The first six of these characters should behave as lowercase Greek letters and the last one `\nabla` is uppercase Greek letter. \_cod ----------------------------- \_def\epsilon{^^^^03f5} \_def\vartheta{^^^^03d1} \_def\varkappa{^^^^03f0} \_def\phi{^^^^03d5} \_def\varrho{^^^^03f1} \_def\varpi{^^^^03d6} \_def \nabla{^^^^2207} \_def\_umathrangeGREEK#1#2#3{\_umathrange{^^^^0391-^^^^03a9}#1#2#3% \Alpha-\Omega \_resetnabla % you can do \let\_resetnabla=\relax if you don't want to change \nabla shape } \_def\_resetnabla {% \_ifnum\_umathnumB<950 \_umathnumB=0 \_else \_advance\_umathnumB by1 \_fi \_umathrangespec ^^^^2207\_relax % \nabla } \_def\_umathrangegreek#1#2#3{% \_umathrange{^^^^03b1-^^^^03c9}#1#2#3% \alpha-\omega \_ifnum#3=\_greekrma \_umathnumB=0 \_else \_advance\_umathnumB by2 \_fi \_umathrangespec ^^^^03f5^^^^03d1^^^^03f0^^^^03d5^^^^03f1^^^^03d6\_relax % \epsilon-\varpi } \_doc ----------------------------- The math alphabets \`\cal`, \`\bbchar`, \`\frak`, \`\script`, \`\misans`, \`\mbisans` are re-defined here. The \`\_marm`, \`\_mabf`, \`\_mait`, \`\_mabi`, \`\_matt` used in \^`\rm`, \^`\bf`, \^`\it`, \^`\bi` are re-defined too.\nl You can redefine them again if you need different behavior (for example you don't want to use sans serif bold in math). What to do: \begtt \_protected\_def\_mabf {\_inmath{\_bfvariables\_bfgreek\_bfGreek\_bfdigits}} \_protected\_def\_mabi {\_inmath{\_bivariables\_bigreek\_bfGreek\_bfdigits}} \endtt \`\_inmath` `{}` applies `` only in math mode. \_cod ----------------------------- \_protected\_def\_inmath#1{\_relax \_ifmmode#1\_fi} % to keep off \loop processing in text mode % You can redefine these macros to follow your wishes. % For example, you need upright lowercase greek letters, you don't need % \bf and \bi behave as sans serif in math, ... \_protected\_def\_marm {\_inmath{\_rmletters \_rmdigits}} \_protected\_def\_mait {\_inmath{\_itletters \_itGreek}} \_protected\_def\_mabf {\_inmath{\_bsansvariables \_bsansgreek \_bsansGreek \_bsansdigits}} \_protected\_def\_mabi {\_inmath{\_bisansvariables \_bisansgreek \_bsansGreek \_bsansdigits}} \_protected\_def\_matt {\_inmath{\_ttvariables \_ttdigits}} \_protected\_def\_bbchar {\_bbvariables \_bbdigits} \_protected\_def\_cal {\_calvariables} \_protected\_def\_frak {\_frakvariables} \_protected\_def\_misans {\_isansvariables \_sansdigits} \_protected\_def\_mbisans {\_bisansvariables \_bisansgreek \_bsansGreek \_bsansdigits} \_protected\_def\_script {\_rmvariables \_fam4 } \_protected\_def\_mit {\_itvariables \_rmdigits \_itgreek \_rmGreek } \_public \bbchar \cal \frak \misans \mbisans \script \mit ; \_doc ----------------------------- Each Unicode slot carries information about math type. This is saved in the file `MathClass-15.txt` which is copied to `mathclass.opm` The file has the following format: {\vitt{mathclass.opm}\verbinput (70-85) mathclass.opm }% We have to read this information and convert it to the `\Umathcode`s. \_cod ----------------------------- \_begingroup % \input mathclass.opm (which is a copy of MathClass.txt): \_long\_def\_p#1;#2 {\_ifx^#2^\_else \_edef\_tmp{\_csname _c:#2\_endcsname}\_if\_relax\_tmp\_else \_pA#1....\_end#2\_fi \_ea\_p \_fi } \_def\_pA#1..#2..#3\_end#4{% \_ifx\_relax#2\_relax \_pset{"#1}{#4}\_else \_fornum "#1.."#2\_do{\_pset{##1}{#4}}\_fi } \_sdef{_c:L}{1}\_sdef{_c:B}{2}\_sdef{_c:V}{2}\_sdef{_c:R}{3}\_sdef{_c:N}{0}\_sdef{_c:U}{0} \_sdef{_c:F}{0}\_sdef{_c:O}{4}\_sdef{_c:C}{5}\_sdef{_c:P}{6}\_sdef{_c:A}{7} \_def\_pset#1#2{\_Umathcode#1=\_tmp\_space 1 #1\_relax \_if#2O\_Udelcode#1=1 #1\_relax\_fi \_if#2C\_Udelcode#1=1 #1\_relax\_fi \_if#2F\_Udelcode#1=1 #1\_relax\_fi } \_catcode`#=14 \_everyeof={;{} } \_def\par{} \_globaldefs=1 \_ea \_p \_input mathclass.opm \_endgroup \_doc ----------------------------- Each math symbol has its declaration in the file `unicode-math-table.tex` which is copied to `unimath-table.opm`. The file has the following format: {\vitt{unimath-table.opm}\verbinput (36-41) unimath-table.opm }% We have to read this information and set given control sequences as macros which expand to the given Unicode character. This solution enables to use such control sequences in PDF outlines where they expand to the appropriate Unicode character. We don't use `\mathchardef`, we set the mathcodes (class, family, slot) only at single place: for Unicode math characters. For example for we define `\times`: \begtt \def\times{^^d7} \Umathcode "D7 = 2 1 "D7 \endtt Because math codes of Greek upright letters vary depending on \^`\_itgreek`, \^`\_bfgreek`, etc.\ macros, we need to keep the access directly to these characters. We define `\mupalpha`, `\mupbeta`, ..., `\mupomega` macros as a code from PUA (Private Use Area) of Unicode table and set mathcode of these codes to the real upright alpha, beta, ..., omega. \_cod ----------------------------- \_begingroup % \input unimath-table.opm (it is a copy of unicode-math-table.tex): \_umathnumB="F800 % pointer to the Private User Area \_def\UnicodeMathSymbol #1#2#3#4{% \_edef#2{\_Uchar #1}% control sequence is a macro which expands to the Unicode character \_ifnum#1=\_Umathcodenum#1 \_Umathcode#1=0 1 #1 \_fi % it isn't set by mathclass.opm \_ifx#3\_mathaccent \_protected\_def#2{\_Umathaccent fixed 7 1 #1 }\_fi \_ifnum#1>"390 \_ifnum#1<"3F6 \_edef#2{\_Uchar\_umathnumB}% \mupAlpha, \mupBeta, \mupalpha, \mupbeta, ... \_Umathcode\_umathnumB=0 1 #1 \_advance\_umathnumB by1 \_fi\_fi % \muGreek, \mugreek symbols } \_def\mathfence{F}% \_globaldefs=1 \_input unimath-table.opm \_endgroup \_doc ----------------------------- The macro `\int` expands to an . We save the `\mathcode` of the to `\_int:` using `\Umathchardef` and declare as math-active and define it as `\_int: \_nolimits`. Moreover, we define `\intop` as `\_int:` (it is the integral with limits like in plain \TeX). We do this with other int-like operators listed below too. \_cod ----------------------------- \_def\_intwithnolimits#1{\_ifx#1\_relax \_else \_ea\_Umathcharnumdef\_csname _int:#1\_endcsname=\_Umathcodenum\_ea`#1 % \_ea\_def \_csname\_csstring#1op\_ea\_endcsname\_ea{\_csname _int:#1\_endcsname}% \_bgroup \_lccode`\~=\_ea`#1 \_lowercase{\_egroup \_ea\_def\_ea~\_ea{\_csname _int:#1\_endcsname\_nolimits}\_mathcode`~="8000 }% \_ea \_intwithnolimits \_fi } \_intwithnolimits \int \iint \iiint \oint \oiint \oiiint \intclockwise \varointclockwise \ointctrclockwise \sumint \iiiint \intbar \intBar \fint \pointint \sqint \intlarhk \intx \intcap \intcup \upint \lowint \_relax \_doc ----------------------------- Many special characters must be declared with care... \_cod ----------------------------- \_global\_Udelcode`<=1 "027E8 % these characters have different meaning \_global\_Udelcode`>=1 "027E9 % as normal and as delimiter \_mit % default math alphabets setting % hyphen character is transformed to minus: \_Umathcode `- = 2 1 "2212 % mathclass defines : as Punct, plain.tex as Rel, we keep mathclass, % i.e. there is difference from plain.tex, you can use $f:A\to B$. % mathclas defines ! as Ord, plain.tex as Close \_Umathcode `! = 5 1 `! % keep plain.tex declaration % mathclas defines ? as Punct, plain.tex as Close \_Umathcode `? = 5 1 `? % keep plain.tex declaration \_Umathcode `* = 2 1 "02217 % equivalent to \ast, like in plain TeX \_Umathcode "03A2 = 7 1 "03F4 % \varTheta \_Umathcode `© = 0 1 `© % usage $\copyright$ can be seen in old documents \_protected\_def \_sqrt {\_Uradical 1 "0221A } \_protected\_def \_cuberoot {\_Uradical 1 "0221B } \_protected\_def \_fourthroot {\_Uradical 1 "0221C } \_public \sqrt \cuberoot \fourthroot ; \_protected\_def \_overbrace #1{\_mathop {\_Umathaccent 7 1 "023DE{#1}}\_limits} \_protected\_def \_underbrace #1{\_mathop {\_Umathaccent bottom 7 1 "023DF{#1}}\_limits} \_protected\_def \_overparen #1{\_mathop {\_Umathaccent 7 1 "023DC{#1}}\_limits} \_protected\_def \_underparen #1{\_mathop {\_Umathaccent bottom 7 1 "023DD{#1}}\_limits} \_protected\_def \_overbracket #1{\_mathop {\_Umathaccent 7 1 "023B4{#1}}\_limits} \_protected\_def \_underbracket #1{\_mathop {\_Umathaccent bottom 7 1 "023B5{#1}}\_limits} \_public \overbrace \underbrace \overparen \underparen \overbracket \underbracket ; \_protected\_def \widehat {\_Umathaccent 7 1 "00302 } \_protected\_def \widetilde {\_Umathaccent 7 1 "00303 } \_protected\_def \overleftharpoon {\_Umathaccent 7 1 "020D0 } \_protected\_def \overrightharpoon {\_Umathaccent 7 1 "020D1 } \_protected\_def \overleftarrow {\_Umathaccent 7 1 "020D6 } \_protected\_def \overrightarrow {\_Umathaccent 7 1 "020D7 } \_protected\_def \overleftrightarrow {\_Umathaccent 7 1 "020E1 } \_protected\_def \wideoverbar {\_Umathaccent 7 1 "00305 } \_protected\_def \widebreve {\_Umathaccent 7 1 "00306 } \_protected\_def \widecheck {\_Umathaccent 7 1 "0030C } \_protected\_def \wideutilde {\_Umathaccent bottom 7 1 "00330 } \_protected\_def \mathunderbar {\_Umathaccent bottom 7 1 "00332 } \_protected\_def \underleftrightarrow {\_Umathaccent bottom 7 1 "0034D } \_protected\_def \widebridgeabove {\_Umathaccent 7 1 "020E9 } \_protected\_def \underrightharpoondown {\_Umathaccent bottom 7 1 "020EC } \_protected\_def \underleftharpoondown {\_Umathaccent bottom 7 1 "020ED } \_protected\_def \underleftarrow {\_Umathaccent bottom 7 1 "020EE } \_protected\_def \underrightarrow {\_Umathaccent bottom 7 1 "020EF } \_mathchardef\ldotp="612E \_let\|=\Vert \_mathcode`\_="8000 \_global\_Umathcode "22EF = 0 1 "22EF % mathclass says that it is Rel \_global\_Umathcode "002E = 0 1 "002E % mathclass says that dot is Punct \_global\_Umathcode `/ = 0 1 `/ % mathclass says that / is Bin, Plain TeX says that it is Ord. % compressed dots in S and SS styles (usable in \matrix when it is in T, S and SS style) \_protected\_def \vdots {\_relax \_ifnum \_mathstyle>3 \_unicodevdots \_else \_vdots \_fi} \_protected\_def \ddots {\_relax \_ifnum \_mathstyle>3 \_unicodeddots \_else \_ddots \_fi} \_protected\_def \adots {\_relax \_ifnum \_mathstyle>3 \_unicodeadots \_else \_adots \_fi} % Unicode superscripts (²) and subscripts as simple macros with \mathcode"8000 \_bgroup \_def\_tmp#1#2{\_global\_mathcode#1="8000 \_lccode`\~=#1 \_lowercase{\_gdef~}{#2}} \_fornum 0..1 \_do {\_tmp{"207#1}{{^#1}}} \_tmp{"B2}{{^2}}\_tmp{"B3}{{^3}} \_fornum 4..9 \_do {\_tmp{"207#1}{{^#1}}} \_fornum 0..9 \_do {\_tmp{"208#1}{{_#1}}} \_egroup \_doc ----------------------------- Aliases are declared here. They are names not mentioned in the `unimath-table.opm` file but commonly used in \TeX. \_cod ----------------------------- \_let \setminus=\smallsetminus \_let \diamond=\smwhtdiamond \_let \colon=\mathcolon \_let \bullet=\smblkcircle \_let \circ=\vysmwhtcircle \_let \bigcirc=\mdlgwhtcircle \_let \to=\rightarrow \_let \le=\leq \_let \ge=\geq \_let \neq=\ne \_protected\_def \triangle {\mathord{\bigtriangleup}} \_let \emptyset=\varnothing \_let \hbar=\hslash \_let \land=\wedge \_let \lor=\vee \_let \owns=\ni \_let \gets=\leftarrow \_let \mathring=\ocirc \_let \lnot=\neg \_let \longdivisionsign=\longdivision \_let \backepsilon=\upbackepsilon \_let \eth=\matheth \_let \dbkarow=\dbkarrow \_let \drbkarow=\drbkarrow \_let \hksearow=\hksearrow \_let \hkswarow=\hkswarrow \_let \square=\mdlgwhtsquare \_let \blacksquare=\mdlgblksquare \_let \upalpha=\mupalpha \_let \upbeta=\mupbeta \_let \upgamma=\mupgamma \_let \updelta=\mupdelta \_let \upepsilon=\mupvarepsilon \_let \upvarepsilon=\mupvarepsilon \_let \upzeta=\mupzeta \_let \upeta=\mupeta \_let \uptheta=\muptheta \_let \upiota=\mupiota \_let \upkappa=\mupkappa \_let \uplambda=\muplambda \_let \upmu=\mupmu \_let \upnu=\mupnu \_let \upxi=\mupxi \_let \upomicron=\mupomicron \_let \uppi=\muppi \_let \uprho=\muprho \_let \upvarrho=\mupvarrho \_let \upvarsigma=\mupvarsigma \_let \upsigma=\mupsigma \_let \uptau=\muptau \_let \upupsilon=\mupupsilon \_let \upvarphi=\mupvarphi \_let \upchi=\mupchi \_let \uppsi=\muppsi \_let \upomega=\mupomega \_let \upvartheta=\mupvartheta \_let \upphi=\mupphi \_let \upvarpi=\mupvarpi \_let \varTheta=\mupvarTheta \_let \vardelta=\delta \_doc ----------------------------- The \`\not` macro is redefined here. If the `\_not!` is defined (by \`\_negationof`) then this macro is used. Else centered / is printed over the . \_cod ----------------------------- \_protected\_def\_not#1{% \_trycs{_not!\_csstring#1}{\_mathrel\_mathstyles{% \_setbox0=\_hbox{\_math$\_currstyle#1$}% \_hbox to\_wd0{\_hss$\_currstyle/$\_hss}\_kern-\_wd0 \_box0 }}} \_def\_negationof #1#2{\_ea\_let \_csname _not!\_csstring#1\_endcsname =#2} \_negationof = \neq \_negationof < \nless \_negationof > \ngtr \_negationof \gets \nleftarrow \_negationof \simeq \nsime \_negationof \equal \ne \_negationof \le \nleq \_negationof \ge \ngeq \_negationof \greater \ngtr \_negationof \forksnot \forks \_negationof \in \notin \_negationof \mid \nmid \_negationof \cong \ncong \_negationof \leftarrow \nleftarrow \_negationof \rightarrow \nrightarrow \_negationof \leftrightarrow \nleftrightarrow \_negationof \Leftarrow \nLeftarrow \_negationof \Leftrightarrow \nLeftrightarrow \_negationof \Rightarrow \nRightarrow \_negationof \exists \nexists \_negationof \ni \nni \_negationof \parallel \nparallel \_negationof \sim \nsim \_negationof \approx \napprox \_negationof \equiv \nequiv \_negationof \asymp \nasymp \_negationof \lesssim \nlesssim \_negationof \ngtrsim \ngtrsim \_negationof \lessgtr \nlessgtr \_negationof \gtrless \ngtrless \_negationof \prec \nprec \_negationof \succ \nsucc \_negationof \subset \nsubset \_negationof \supset \nsupset \_negationof \subseteq \nsubseteq \_negationof \supseteq \nsupseteq \_negationof \vdash \nvdash \_negationof \vDash \nvDash \_negationof \Vdash \nVdash \_negationof \VDash \nVDash \_negationof \preccurlyeq \npreccurlyeq \_negationof \succcurlyeq \nsucccurlyeq \_negationof \sqsubseteq \nsqsubseteq \_negationof \sqsupseteq \nsqsupseteq \_negationof \vartriangleleft \nvartriangleleft \_negationof \vartriangleright \nvartriangleright \_negationof \trianglelefteq \ntrianglelefteq \_negationof \trianglerighteq \ntrianglerighteq \_negationof \vinfty \nvinfty \_public \not ; \_doc ----------------------------- Newly declared public control sequences are used in internal macros by \OpTeX/. We need to get new meanings for these control sequences in the private namespace. \_cod ----------------------------- \_private \ldotp \cdotp \bullet \triangleleft \triangleright \mapstochar \rightarrow \prime \lhook \rightarrow \leftarrow \rhook \triangleright \triangleleft \rbrace \lbrace \Relbar \Rightarrow \relbar \rightarrow \Leftarrow \mapstochar \longrightarrow \Longleftrightarrow \unicodevdots \unicodeddots \unicodeadots ; \_endcode \secc More Unicode-math examples Example of using additional math font is in section 5.3 in the \ulink[http://petr.olsak.net/ftp/olsak/optex/optex-math.pdf]{\tt optex-math.pdf} documentation. More examples are in the \ulink[http://petr.olsak.net/optex/optex-tricks.html]{OpTeX tricks} and in the \ulink[https://petr.olsak.net/ftp/olsak/optex/math-doc.pdf]{math.opm} package. See \url{http://tex.stackexchange.com/questions/308749} for technical details about Unicode-math. \_endinput History: 2026-02-09 \_umathholes use \_chardef 2026-02-07 \_umathholes reimplemented 2025-02-06 \_rmletters, \_itletters introduced 2023-01-17 \int operators re-implemented 2023-01-15 \mupalpha, \mupbeta etc. have codes from PUA 2023-01-15 math control sequences are macros, they expand to math characters 2023-01-14 \epsilon, \vartheta, \varkappa, \phi, \varrho, \varpi, ... bug fix 2023-01-13 \mupalhpha, \mupbeta, ... bug fix 2022-11-20 \mathfence's get delimiter code too 2022-11-18 Delimiters re-implemented 2022-11-17 \Umathchardef replaced by \chardef 2022-07-20 \Umathcode for copyright declared 2022-02-22 \rm, \bf etc. moved to font-select, \_marm, \_mabf etc. introduced 2022-02-08 several wide math accents added 2022-01-06 \varTheta corrected 2021-09-15 \square, \blacksquare defined 2021-04-25 \triangleright: typo fixed 2021-04-20 reading mathclass.opm improved 2021-04-07 \_setnabla introduced, \nabla as uppercase Greek letter 2021-03-26 \it does \_itGreek 2021-03-19 \{, \} are defined as mode independent macros in math-macros.opm 2021-03-11 Umathcode `* declaed as \ast 2021-02-03 Unicode superscripts, subscripts declared 2021-01-31 Mathcode of ! ? set to Close, codes undeclared in mathclass set correctly 2021-01-23 Compressed \vdots, \ddots, \adots in script(script)style. 2020-11-13 Bug fix: \colon declared 2020-06-13 Umathcode of / declared as in Plain TeX 2020-06-07 \_itgreek \_itGreek, \_rmgreek \_rmGreek etc. introduced, names changed 2020-06-03 \not\mid = \nmid added, \not corrected 2020-04-30 Bug fix: \phi, \varpi etc. were bad encoded 2020-04-09 Bug fix: \Udelcode`<, \Udelcode`> added