/
texmacs.spad
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texmacs.spad
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)if false
TexmacsFormat is a package to produce output as the
special scheme code for TeXmacs.
About this module
The most of this code were copy-n-pasted from MathML format package. Although I
am going to make stand alone fully-functional TeXmacs package I've left many
comments about the code untouched in order to understand the code quicker. They
will be removed as soon as they won't be needed.
The testing is made using {\tt of.input} test file.
)endif
)abbrev domain TMFORM TexmacsFormat
++ Author: Alexander D. Solovets
++ Date: October 2010
++ This package is based on the MathMLFormat domain by Arthur C. Ralfs
++ without which I wouldn't have known where to start.
++ Basic Operations: coerce, coerceL, display
++ Description:
++ \spadtype{TexmacsFormat} provides a coercion from \spadtype{OutputForm}
++ to TeXmacs format.
TexmacsFormat() : public == private where
E ==> OutputForm
I ==> Integer
SI ==> SingleInteger
L ==> List
S ==> String
SY ==> Symbol
US ==> UniversalSegment(Integer)
public == SetCategory with
coerce : E -> S
++ coerce(o) changes o in the standard output format to Texmacs
++ format.
coerceL : E -> S
++ coerceL(o) changes o in the standard output format to Texmacs
++ format and displays result as one long string.
display : S -> Void
++ prints the string returned by coerce, adding <math ...> tags.
private == add
import from OutputForm
import from Character
import from Integer
import from List OutputForm
import from List String
import from OutputFormTools
-- local variable declarations and definitions
-- the key is unicode, and the entry is corkcode
CorkFunc : HashTable(SI, String, "EQ") == construct([_
[60::SI,"<less>"], _
[62::SI,"<gtr>"], _
[160::SI,"<varspace>"], _
[162::SI,"<cent>"], _
[163::SI,"<sterling>"], _
[164::SI,"<currency>"], _
[165::SI,"<yen>"], _
[166::SI,"<brokenvert>"], _
[169::SI,"<copyright>"], _
[170::SI,"<ordfeminine>"], _
[171::SI,"<guillemotleft>"], _
[172::SI,"<neg>"], _
[173::SI,"<hyphen>"], _
[174::SI,"<circledR>"], _
[176::SI,"<degree>"], _
[177::SI,"<pm>"], _
[178::SI,"<twosuperior>"], _
[179::SI,"<threesuperior>"], _
[181::SI,"<mu>"], _
[182::SI,"<paragraph>"], _
[183::SI,"<centerdot>"], _
[185::SI,"<onesuperior>"], _
[186::SI,"<masculine>"], _
[188::SI,"<onequarter>"], _
[189::SI,"<onehalf>"], _
[190::SI,"<threequarters>"], _
[215::SI,"<times>"], _
[247::SI,"<div>"], _
[8209::SI,"<nbhyph>"], _
[8214::SI,"<||>"], _
[8224::SI,"<dagger>"], _
[8225::SI,"<ddagger>"], _
[8226::SI,"<bullet>"], _
[8230::SI,"..."], _
[8242::SI,"<prime>"], _
[8245::SI,"<backprime>"], _
[8450::SI,"<bbb-C>"], _
[8458::SI,"<cal-g>"], _
[8459::SI,"<cal-H>"], _
[8460::SI,"<frak-H>"], _
[8461::SI,"<bbb-H>"], _
[8463::SI,"<hslash>"], _
[8464::SI,"<cal-I>"], _
[8465::SI,"<frak-I>"], _
[8466::SI,"<cal-L>"], _
[8467::SI,"<ell>"], _
[8469::SI,"<bbb-N>"], _
[8472::SI,"<wp>"], _
[8473::SI,"<bbb-P>"], _
[8474::SI,"<bbb-Q>"], _
[8475::SI,"<cal-R>"], _
[8476::SI,"<frak-R>"], _
[8477::SI,"<bbb-R>"], _
[8482::SI,"<trademark>"], _
[8484::SI,"<bbb-Z>"], _
[8487::SI,"<Mho>"], _
[8488::SI,"<frak-Z>"], _
[8492::SI,"<cal-B>"], _
[8493::SI,"<frak-C>"], _
[8495::SI,"<cal-e>"], _
[8496::SI,"<cal-E>"], _
[8497::SI,"<cal-F>"], _
[8499::SI,"<cal-M>"], _
[8500::SI,"<cal-o>"], _
[8501::SI,"<aleph>"], _
[8502::SI,"<beth>"], _
[8503::SI,"<gimel>"], _
[8504::SI,"<daleth>"], _
[8592::SI,"<leftarrow>"], _
[8593::SI,"<uparrow>"], _
[8594::SI,"<rightarrow>"], _
[8595::SI,"<downarrow>"], _
[8596::SI,"<leftrightarrow>"], _
[8597::SI,"<updownarrow>"], _
[8598::SI,"<nwarrow>"], _
[8599::SI,"<nearrow>"], _
[8600::SI,"<searrow>"], _
[8601::SI,"<swarrow>"], _
[8602::SI,"<nleftarrow>"], _
[8603::SI,"<nrightarrow>"], _
[8604::SI,"<leftsquigarrow>"], _
[8605::SI,"<rightsquigarrow>"], _
[8606::SI,"<twoheadleftarrow>"], _
[8608::SI,"<twoheadrightarrow>"], _
[8610::SI,"<leftarrowtail>"], _
[8611::SI,"<rightarrowtail>"], _
[8612::SI,"<mapsfrom>"], _
[8614::SI,"<mapsto>"], _
[8617::SI,"<hookleftarrow>"], _
[8618::SI,"<hookrightarrow>"], _
[8619::SI,"<looparrowleft>"], _
[8620::SI,"<looparrowright>"], _
[8621::SI,"<leftrightsquigarrow>"], _
[8622::SI,"<nleftrightarrow>"], _
[8623::SI,"<lightning>"], _
[8624::SI,"<Lsh>"], _
[8625::SI,"<Rsh>"], _
[8630::SI,"<curvearrowleft>"], _
[8631::SI,"<curvearrowright>"], _
[8634::SI,"<circlearrowleft>"], _
[8635::SI,"<circlearrowright>"], _
[8636::SI,"<leftharpoonup>"], _
[8637::SI,"<leftharpoondown>"], _
[8638::SI,"<upharpoonright>"], _
[8639::SI,"<upharpoonleft>"], _
[8640::SI,"<rightharpoonup>"], _
[8641::SI,"<rightharpoondown>"], _
[8642::SI,"<downharpoonright>"], _
[8643::SI,"<downharpoonleft>"], _
[8644::SI,"<rightleftarrows>"], _
[8646::SI,"<leftrightarrows>"], _
[8647::SI,"<leftleftarrows>"], _
[8648::SI,"<upuparrows>"], _
[8649::SI,"<rightrightarrows>"], _
[8650::SI,"<downdownarrows>"], _
[8651::SI,"<leftrightharpoons>"], _
[8652::SI,"<rightleftharpoons>"], _
[8653::SI,"<nLeftarrow>"], _
[8654::SI,"<nLeftrightarrow>"], _
[8655::SI,"<nRightarrow>"], _
[8656::SI,"<Leftarrow>"], _
[8657::SI,"<Uparrow>"], _
[8658::SI,"<Rightarrow>"], _
[8659::SI,"<Downarrow>"], _
[8660::SI,"<Leftrightarrow>"], _
[8661::SI,"<Updownarrow>"], _
[8666::SI,"<Lleftarrow>"], _
[8667::SI,"<Rrightarrow>"], _
[8704::SI,"<forall>"], _
[8705::SI,"<complement>"], _
[8706::SI,"<partial>"], _
[8707::SI,"<exists>"], _
[8708::SI,"<nexists>"], _
[8709::SI,"<emptyset>"], _
[8711::SI,"<nabla>"], _
[8712::SI,"<in>"], _
[8713::SI,"<nin>"], _
[8715::SI,"<ni>"], _
[8716::SI,"<nni>"], _
[8719::SI,"<big-prod>"], _
[8720::SI,"<big-amalg>"], _
[8721::SI,"<big-sum>"], _
[8722::SI,"<minus>"], _
[8723::SI,"<mp>"], _
[8724::SI,"<dotplus>"], _
[8726::SI,"<setminus>"], _
[8727::SI,"<ast>"], _
[8728::SI,"<circ>"], _
[8730::SI,"<sqrt>"], _
[8733::SI,"<propto>"], _
[8734::SI,"<infty>"], _
[8736::SI,"<angle>"], _
[8737::SI,"<measuredangle>"], _
[8738::SI,"<sphericalangle>"], _
[8739::SI,"<mid>"], _
[8740::SI,"<nmid>"], _
[8741::SI,"<parallel>"], _
[8742::SI,"<nparallel>"], _
[8743::SI,"<wedge>"], _
[8744::SI,"<vee>"], _
[8745::SI,"<cap>"], _
[8746::SI,"<cup>"], _
[8747::SI,"<big-int>"], _
[8750::SI,"<big-oint>"], _
[8756::SI,"<therefore>"], _
[8757::SI,"<because>"], _
[8764::SI,"<sim>"], _
[8765::SI,"<backsim>"], _
[8768::SI,"<wr>"], _
[8769::SI,"<nsim>"], _
[8770::SI,"<eqsim>"], _
[8771::SI,"<simeq>"], _
[8772::SI,"<nsimeq>"], _
[8773::SI,"<cong>"], _
[8775::SI,"<ncong>"], _
[8776::SI,"<approx>"], _
[8777::SI,"<napprox>"], _
[8778::SI,"<approxeq>"], _
[8781::SI,"<asymp>"], _
[8782::SI,"<Bumpeq>"], _
[8783::SI,"<bumpeq>"], _
[8784::SI,"<doteq>"], _
[8785::SI,"<doteqdot>"], _
[8786::SI,"<fallingdoteq>"], _
[8787::SI,"<risingdoteq>"], _
[8788::SI,"<assign>"], _
[8790::SI,"<eqcirc>"], _
[8791::SI,"<circeq>"], _
[8796::SI,"<triangleq>"], _
[8800::SI,"<neq>"], _
[8801::SI,"<equiv>"], _
[8802::SI,"<nequiv>"], _
[8804::SI,"<leq>"], _
[8805::SI,"<geq>"], _
[8806::SI,"<leqq>"], _
[8807::SI,"<geqq>"], _
[8808::SI,"<lneqq>"], _
[8809::SI,"<gneqq>"], _
[8810::SI,"<ll>"], _
[8811::SI,"<gg>"], _
[8812::SI,"<between>"], _
[8813::SI,"<nasymp>"], _
[8814::SI,"<nless>"], _
[8815::SI,"<ngtr>"], _
[8816::SI,"<nleq>"], _
[8817::SI,"<ngeq>"], _
[8818::SI,"<lesssim>"], _
[8819::SI,"<gtrsim>"], _
[8822::SI,"<lessgtr>"], _
[8823::SI,"<gtrless>"], _
[8826::SI,"<prec>"], _
[8827::SI,"<succ>"], _
[8828::SI,"<preccurlyeq>"], _
[8829::SI,"<succcurlyeq>"], _
[8830::SI,"<precsim>"], _
[8831::SI,"<succsim>"], _
[8832::SI,"<nprec>"], _
[8833::SI,"<nsucc>"], _
[8834::SI,"<subset>"], _
[8835::SI,"<supset>"], _
[8836::SI,"<nsubset>"], _
[8837::SI,"<nsupset>"], _
[8838::SI,"<subseteq>"], _
[8839::SI,"<supseteq>"], _
[8840::SI,"<nsubseteq>"], _
[8841::SI,"<nsupseteq>"], _
[8842::SI,"<subsetneq>"], _
[8843::SI,"<supsetneq>"], _
[8846::SI,"<uplus>"], _
[8847::SI,"<sqsubset>"], _
[8848::SI,"<sqsupset>"], _
[8849::SI,"<sqsubseteq>"], _
[8850::SI,"<sqsupseteq>"], _
[8851::SI,"<sqcap>"], _
[8852::SI,"<sqcup>"], _
[8853::SI,"<varoplus>"], _
[8854::SI,"<varominus>"], _
[8855::SI,"<varotimes>"], _
[8856::SI,"<varoslash>"], _
[8857::SI,"<varodot>"], _
[8858::SI,"<varocircle>"], _
[8859::SI,"<varoast>"], _
[8861::SI,"<circleddash>"], _
[8862::SI,"<boxplus>"], _
[8863::SI,"<boxminus>"], _
[8864::SI,"<boxtimes>"], _
[8865::SI,"<boxdot>"], _
[8866::SI,"<vdash>"], _
[8867::SI,"<dashv>"], _
[8868::SI,"<top>"], _
[8869::SI,"<bot>"], _
[8871::SI,"<models>"], _
[8872::SI,"<vDash>"], _
[8873::SI,"<Vdash>"], _
[8874::SI,"<Vvdash>"], _
[8876::SI,"<nvdash>"], _
[8877::SI,"<nvDash>"], _
[8878::SI,"<nVdash>"], _
[8879::SI,"<nVDash>"], _
[8882::SI,"<vartriangleleft>"], _
[8883::SI,"<vartriangleright>"], _
[8884::SI,"<trianglelefteq>"], _
[8885::SI,"<trianglerighteq>"], _
[8888::SI,"<multimap>"], _
[8890::SI,"<intercal>"], _
[8891::SI,"<veebar>"], _
[8896::SI,"<big-wedge>"], _
[8897::SI,"<big-vee>"], _
[8898::SI,"<big-cap>"], _
[8899::SI,"<big-cup>"], _
[8900::SI,"<diamond>"], _
[8901::SI,"<cdot>"], _
[8902::SI,"<star>"], _
[8903::SI,"<divideontimes>"], _
[8904::SI,"<join>"], _
[8905::SI,"<ltimes>"], _
[8906::SI,"<rtimes>"], _
[8907::SI,"<leftthreetimes>"], _
[8908::SI,"<rightthreetimes>"], _
[8909::SI,"<backsimeq>"], _
[8910::SI,"<curlyvee>"], _
[8911::SI,"<curlywedge>"], _
[8912::SI,"<Subset>"], _
[8913::SI,"<Supset>"], _
[8914::SI,"<Cap>"], _
[8915::SI,"<Cup>"], _
[8916::SI,"<pitchfork>"], _
[8918::SI,"<lessdot>"], _
[8919::SI,"<gtrdot>"], _
[8920::SI,"<lll>"], _
[8921::SI,"<ggg>"], _
[8922::SI,"<lesseqgtr>"], _
[8923::SI,"<gtreqless>"], _
[8926::SI,"<curlyeqprec>"], _
[8927::SI,"<curlyeqsucc>"], _
[8928::SI,"<npreccurlyeq>"], _
[8929::SI,"<nsucccurlyeq>"], _
[8930::SI,"<nsqsubseteq>"], _
[8931::SI,"<nsqsupseteq>"], _
[8934::SI,"<lnsim>"], _
[8935::SI,"<gnsim>"], _
[8936::SI,"<precnsim>"], _
[8937::SI,"<succnsim>"], _
[8938::SI,"<ntriangleleft>"], _
[8939::SI,"<ntriangleright>"], _
[8940::SI,"<ntrianglelefteq>"], _
[8941::SI,"<ntrianglerighteq>"], _
[8942::SI,"<vdots>"], _
[8943::SI,"<cdots>"], _
[8944::SI,"<udots>"], _
[8945::SI,"<ddots>"], _
[8960::SI,"<diameter>"], _
[8965::SI,"<barwedge>"], _
[8966::SI,"<doublebarwedge>"], _
[8968::SI,"<lceil>"], _
[8969::SI,"<rceil>"], _
[8970::SI,"<lfloor>"], _
[8971::SI,"<rfloor>"], _
[8976::SI,"<invneg>"], _
[8981::SI,"<recorder>"], _
[8988::SI,"<ulcorner>"], _
[8989::SI,"<urcorner>"], _
[8990::SI,"<llcorner>"], _
[8991::SI,"<lrcorner>"], _
[8994::SI,"<frown>"], _
[8995::SI,"<smile>"], _
[9016::SI,"<talloblong>"], _
[9031::SI,"<APLleftarrowbox>"], _
[9032::SI,"<APLrightarrowbox>"], _
[9040::SI,"<APLuparrowbox>"], _
[9047::SI,"<APLdownarrowbox>"], _
[9054::SI,"<APLinput>"], _
[9109::SI,"<APLbox>"], _
[9416::SI,"<circledS>"], _
[9632::SI,"<blacksquare>"], _
[9633::SI,"<Square>"], _
[9647::SI,"<oblong>"], _
[9651::SI,"<bigtriangleup>"], _
[9652::SI,"<blacktriangle>"], _
[9653::SI,"<vartriangle>"], _
[9656::SI,"<blacktriangleright>"], _
[9657::SI,"<triangleright>"], _
[9661::SI,"<bigtriangledown>"], _
[9662::SI,"<blacktriangledown>"], _
[9663::SI,"<triangledown>"], _
[9666::SI,"<blacktriangleleft>"], _
[9667::SI,"<triangleleft>"], _
[9671::SI,"<wasyDiamond>"], _
[9674::SI,"<lozenge>"], _
[9675::SI,"<Circle>"], _
[9679::SI,"<CIRCLE>"], _
[9680::SI,"<LEFTcircle>"], _
[9681::SI,"<RIGHTcircle>"], _
[9686::SI,"<LEFTCIRCLE>"], _
[9687::SI,"<RIGHTCIRCLE>"], _
[9711::SI,"<varbigcirc>"], _
[9725::SI,"<square>"], _
[9733::SI,"<bigstar>"], _
[9737::SI,"<astrosun>"], _
[9738::SI,"<ascnode>"], _
[9739::SI,"<descnode>"], _
[9740::SI,"<conjunction>"], _
[9741::SI,"<opposition>"], _
[9742::SI,"<phone>"], _
[9745::SI,"<XBox>"], _
[9746::SI,"<CheckedBox>"], _
[9785::SI,"<frownie>"], _
[9786::SI,"<smiley>"], _
[9787::SI,"<blacksmiley>"], _
[9788::SI,"<sun>"], _
[9789::SI,"<rightmoon>"], _
[9790::SI,"<leftmoon>"], _
[9791::SI,"<mercury>"], _
[9792::SI,"<female>"], _
[9793::SI,"<earth>"], _
[9794::SI,"<male>"], _
[9795::SI,"<jupiter>"], _
[9796::SI,"<saturn>"], _
[9797::SI,"<uranus>"], _
[9798::SI,"<neptune>"], _
[9799::SI,"<pluto>"], _
[9800::SI,"<aries>"], _
[9801::SI,"<taurus>"], _
[9802::SI,"<gemini>"], _
[9803::SI,"<cancer>"], _
[9804::SI,"<leo>"], _
[9805::SI,"<virgo>"], _
[9806::SI,"<libra>"], _
[9807::SI,"<scorpio>"], _
[9808::SI,"<sagittarius>"], _
[9809::SI,"<capricornus>"], _
[9810::SI,"<aquarius>"], _
[9811::SI,"<pisces>"], _
[9824::SI,"<spadesuit>"], _
[9827::SI,"<clubsuit>"], _
[9829::SI,"<heartsuit>"], _
[9830::SI,"<diamondsuit>"], _
[9833::SI,"<quarternote>"], _
[9834::SI,"<eighthnote>"], _
[9835::SI,"<twonotes>"], _
[9837::SI,"<flat>"], _
[9838::SI,"<natural>"], _
[9839::SI,"<sharp>"], _
[10003::SI,"<checkmark>"], _
[913::SI,"<Alpha>"], _
[914::SI,"<Beta>"], _
[915::SI,"<Gamma>"], _
[916::SI,"<Delta>"], _
[917::SI,"<Epsilon>"], _
[918::SI,"<Zeta>"], _
[919::SI,"<Eta>"], _
[920::SI,"<Theta>"], _
[921::SI,"<Iota>"], _
[922::SI,"<Kappa>"], _
[923::SI,"<Lambda>"], _
[924::SI,"<Mu>"], _
[925::SI,"<Nu>"], _
[926::SI,"<Xi>"], _
[927::SI,"<Omicron>"], _
[928::SI,"<Pi>"], _
[929::SI,"<Rho>"], _
[931::SI,"<Sigma>"], _
[932::SI,"<Tau>"], _
[933::SI,"<Upsilon>"], _
[934::SI,"<Phi>"], _
[935::SI,"<Chi>"], _
[936::SI,"<Psi>"], _
[937::SI,"<Omega>"], _
[945::SI,"<alpha>"], _
[946::SI,"<beta>"], _
[947::SI,"<gamma>"], _
[948::SI,"<delta>"], _
[949::SI,"<varepsilon>"], _
[950::SI,"<zeta>"], _
[951::SI,"<eta>"], _
[952::SI,"<theta>"], _
[953::SI,"<iota>"], _
[954::SI,"<kappa>"], _
[955::SI,"<lambda>"], _
[956::SI,"<mu>"], _
[957::SI,"<nu>"], _
[958::SI,"<xi>"], _
[959::SI,"<omicron>"], _
[960::SI,"<pi>"], _
[961::SI,"<rho>"], _
[962::SI,"<varsigma>"], _
[963::SI,"<sigma>"], _
[964::SI,"<tau>"], _
[965::SI,"<upsilon>"], _
[966::SI,"<varphi>"], _
[967::SI,"<chi>"], _
[968::SI,"<psi>"], _
[969::SI,"<omega>"], _
[977::SI,"<vartheta>"], _
[981::SI,"<phi>"], _
[982::SI,"<varpi>"], _
[989::SI,"<digamma>"], _
[1008::SI,"<varkappa>"], _
[1009::SI,"<varrho>"], _
[1013::SI,"<epsilon>"], _
[65309::SI,"<longequal>"], _
[119808::SI,"<b-up-A>"], _
[119809::SI,"<b-up-B>"], _
[119810::SI,"<b-up-C>"], _
[119811::SI,"<b-up-D>"], _
[119812::SI,"<b-up-E>"], _
[119813::SI,"<b-up-F>"], _
[119814::SI,"<b-up-G>"], _
[119815::SI,"<b-up-H>"], _
[119816::SI,"<b-up-I>"], _
[119817::SI,"<b-up-J>"], _
[119818::SI,"<b-up-K>"], _
[119819::SI,"<b-up-L>"], _
[119820::SI,"<b-up-M>"], _
[119821::SI,"<b-up-N>"], _
[119822::SI,"<b-up-O>"], _
[119823::SI,"<b-up-P>"], _
[119824::SI,"<b-up-Q>"], _
[119825::SI,"<b-up-R>"], _
[119826::SI,"<b-up-S>"], _
[119827::SI,"<b-up-T>"], _
[119828::SI,"<b-up-U>"], _
[119829::SI,"<b-up-V>"], _
[119830::SI,"<b-up-W>"], _
[119831::SI,"<b-up-X>"], _
[119832::SI,"<b-up-Y>"], _
[119833::SI,"<b-up-Z>"], _
[119834::SI,"<b-up-a>"], _
[119835::SI,"<b-up-b>"], _
[119836::SI,"<b-up-c>"], _
[119837::SI,"<b-up-d>"], _
[119838::SI,"<b-up-e>"], _
[119839::SI,"<b-up-f>"], _
[119840::SI,"<b-up-g>"], _
[119841::SI,"<b-up-h>"], _
[119842::SI,"<b-up-i>"], _
[119843::SI,"<b-up-j>"], _
[119844::SI,"<b-up-k>"], _
[119845::SI,"<b-up-l>"], _
[119846::SI,"<b-up-m>"], _
[119847::SI,"<b-up-n>"], _
[119848::SI,"<b-up-o>"], _
[119849::SI,"<b-up-p>"], _
[119850::SI,"<b-up-q>"], _
[119851::SI,"<b-up-r>"], _
[119852::SI,"<b-up-s>"], _
[119853::SI,"<b-up-t>"], _
[119854::SI,"<b-up-u>"], _
[119855::SI,"<b-up-v>"], _
[119856::SI,"<b-up-w>"], _
[119857::SI,"<b-up-x>"], _
[119858::SI,"<b-up-y>"], _
[119859::SI,"<b-up-z>"], _
[119912::SI,"<b-A>"], _
[119913::SI,"<b-B>"], _
[119914::SI,"<b-C>"], _
[119915::SI,"<b-D>"], _
[119916::SI,"<b-E>"], _
[119917::SI,"<b-F>"], _
[119918::SI,"<b-G>"], _
[119919::SI,"<b-H>"], _
[119920::SI,"<b-I>"], _
[119921::SI,"<b-J>"], _
[119922::SI,"<b-K>"], _
[119923::SI,"<b-L>"], _
[119924::SI,"<b-M>"], _
[119925::SI,"<b-N>"], _
[119926::SI,"<b-O>"], _
[119927::SI,"<b-P>"], _
[119928::SI,"<b-Q>"], _
[119929::SI,"<b-R>"], _
[119930::SI,"<b-S>"], _
[119931::SI,"<b-T>"], _
[119932::SI,"<b-U>"], _
[119933::SI,"<b-V>"], _
[119934::SI,"<b-W>"], _
[119935::SI,"<b-X>"], _
[119936::SI,"<b-Y>"], _
[119937::SI,"<b-Z>"], _
[119938::SI,"<b-a>"], _
[119939::SI,"<b-b>"], _
[119940::SI,"<b-c>"], _
[119941::SI,"<b-d>"], _
[119942::SI,"<b-e>"], _
[119943::SI,"<b-f>"], _
[119944::SI,"<b-g>"], _
[119945::SI,"<b-h>"], _
[119946::SI,"<b-i>"], _
[119947::SI,"<b-j>"], _
[119948::SI,"<b-k>"], _
[119949::SI,"<b-l>"], _
[119950::SI,"<b-m>"], _
[119951::SI,"<b-n>"], _
[119952::SI,"<b-o>"], _
[119953::SI,"<b-p>"], _
[119954::SI,"<b-q>"], _
[119955::SI,"<b-r>"], _
[119956::SI,"<b-s>"], _
[119957::SI,"<b-t>"], _
[119958::SI,"<b-u>"], _
[119959::SI,"<b-v>"], _
[119960::SI,"<b-w>"], _
[119961::SI,"<b-x>"], _
[119962::SI,"<b-y>"], _
[119963::SI,"<b-z>"], _
[119964::SI,"<cal-A>"], _
[119966::SI,"<cal-C>"], _
[119967::SI,"<cal-D>"], _
[119970::SI,"<cal-G>"], _
[119973::SI,"<cal-J>"], _
[119974::SI,"<cal-K>"], _
[119977::SI,"<cal-N>"], _
[119978::SI,"<cal-O>"], _
[119979::SI,"<cal-P>"], _
[119980::SI,"<cal-Q>"], _
[119982::SI,"<cal-S>"], _
[119983::SI,"<cal-T>"], _
[119984::SI,"<cal-U>"], _
[119985::SI,"<cal-V>"], _
[119986::SI,"<cal-W>"], _
[119987::SI,"<cal-X>"], _
[119988::SI,"<cal-Y>"], _
[119989::SI,"<cal-Z>"], _
[119990::SI,"<cal-a>"], _
[119991::SI,"<cal-b>"], _
[119992::SI,"<cal-c>"], _
[119993::SI,"<cal-d>"], _
[119995::SI,"<cal-f>"], _
[119997::SI,"<cal-h>"], _
[119998::SI,"<cal-i>"], _
[119999::SI,"<cal-j>"], _
[120000::SI,"<cal-k>"], _
[120001::SI,"<cal-l>"], _
[120002::SI,"<cal-m>"], _
[120003::SI,"<cal-n>"], _
[120005::SI,"<cal-p>"], _
[120006::SI,"<cal-q>"], _
[120007::SI,"<cal-r>"], _
[120008::SI,"<cal-s>"], _
[120009::SI,"<cal-t>"], _
[120010::SI,"<cal-u>"], _
[120011::SI,"<cal-v>"], _
[120012::SI,"<cal-w>"], _
[120013::SI,"<cal-x>"], _
[120014::SI,"<cal-y>"], _
[120015::SI,"<cal-z>"], _
[120068::SI,"<frak-A>"], _
[120069::SI,"<frak-B>"], _
[120071::SI,"<frak-D>"], _
[120072::SI,"<frak-E>"], _
[120073::SI,"<frak-F>"], _
[120074::SI,"<frak-G>"], _
[120077::SI,"<frak-J>"], _
[120078::SI,"<frak-K>"], _
[120079::SI,"<frak-L>"], _
[120080::SI,"<frak-M>"], _
[120081::SI,"<frak-N>"], _
[120082::SI,"<frak-O>"], _
[120083::SI,"<frak-P>"], _
[120084::SI,"<frak-Q>"], _
[120086::SI,"<frak-S>"], _
[120087::SI,"<frak-T>"], _
[120088::SI,"<frak-U>"], _
[120089::SI,"<frak-V>"], _
[120090::SI,"<frak-W>"], _
[120091::SI,"<frak-X>"], _
[120092::SI,"<frak-Y>"], _
[120094::SI,"<frak-a>"], _
[120095::SI,"<frak-b>"], _
[120096::SI,"<frak-c>"], _
[120097::SI,"<frak-d>"], _
[120098::SI,"<frak-e>"], _
[120099::SI,"<frak-f>"], _
[120100::SI,"<frak-g>"], _
[120101::SI,"<frak-h>"], _
[120102::SI,"<frak-i>"], _
[120103::SI,"<frak-j>"], _
[120104::SI,"<frak-k>"], _
[120105::SI,"<frak-l>"], _
[120106::SI,"<frak-m>"], _
[120107::SI,"<frak-n>"], _
[120108::SI,"<frak-o>"], _
[120109::SI,"<frak-p>"], _
[120110::SI,"<frak-q>"], _
[120111::SI,"<frak-r>"], _
[120112::SI,"<frak-s>"], _
[120113::SI,"<frak-t>"], _
[120114::SI,"<frak-u>"], _
[120115::SI,"<frak-v>"], _
[120116::SI,"<frak-w>"], _
[120117::SI,"<frak-x>"], _
[120118::SI,"<frak-y>"], _
[120119::SI,"<frak-z>"], _
[120120::SI,"<bbb-A>"], _
[120121::SI,"<bbb-B>"], _
[120123::SI,"<bbb-D>"], _
[120124::SI,"<bbb-E>"], _
[120125::SI,"<bbb-F>"], _
[120126::SI,"<bbb-G>"], _
[120128::SI,"<bbb-I>"], _
[120129::SI,"<bbb-J>"], _
[120130::SI,"<bbb-K>"], _
[120131::SI,"<bbb-L>"], _
[120132::SI,"<bbb-M>"], _
[120134::SI,"<bbb-O>"], _
[120138::SI,"<bbb-S>"], _
[120139::SI,"<bbb-T>"], _
[120140::SI,"<bbb-U>"], _
[120141::SI,"<bbb-V>"], _
[120142::SI,"<bbb-W>"], _
[120143::SI,"<bbb-X>"], _
[120144::SI,"<bbb-Y>"], _
[120146::SI,"<bbb-a>"], _
[120147::SI,"<bbb-b>"], _
[120148::SI,"<bbb-c>"], _
[120149::SI,"<bbb-d>"], _
[120150::SI,"<bbb-e>"], _
[120151::SI,"<bbb-f>"], _
[120152::SI,"<bbb-g>"], _
[120153::SI,"<bbb-h>"], _
[120154::SI,"<bbb-i>"], _
[120155::SI,"<bbb-j>"], _
[120156::SI,"<bbb-k>"], _
[120157::SI,"<bbb-l>"], _
[120158::SI,"<bbb-m>"], _
[120159::SI,"<bbb-n>"], _
[120160::SI,"<bbb-o>"], _
[120161::SI,"<bbb-p>"], _
[120162::SI,"<bbb-q>"], _
[120163::SI,"<bbb-r>"], _
[120164::SI,"<bbb-s>"], _
[120165::SI,"<bbb-t>"], _
[120166::SI,"<bbb-u>"], _
[120167::SI,"<bbb-v>"], _
[120168::SI,"<bbb-w>"], _
[120169::SI,"<bbb-x>"], _
[120170::SI,"<bbb-y>"], _
[120171::SI,"<bbb-z>"], _
[120488::SI,"<b-Alpha>"], _
[120489::SI,"<b-Beta>"], _
[120490::SI,"<b-Gamma>"], _
[120491::SI,"<b-Delta>"], _
[120492::SI,"<b-Epsilon>"], _
[120493::SI,"<b-Zeta>"], _
[120494::SI,"<b-Eta>"], _
[120495::SI,"<b-Theta>"], _
[120496::SI,"<b-Iota>"], _
[120497::SI,"<b-Kappa>"], _
[120498::SI,"<b-Lambda>"], _
[120499::SI,"<b-Mu>"], _
[120500::SI,"<b-Nu>"], _
[120501::SI,"<b-Xi>"], _
[120502::SI,"<b-Omicron>"], _
[120503::SI,"<b-Pi>"], _
[120504::SI,"<b-Rho>"], _
[120506::SI,"<b-Sigma>"], _
[120507::SI,"<b-Tau>"], _
[120508::SI,"<b-Upsilon>"], _
[120509::SI,"<b-Phi>"], _
[120510::SI,"<b-Chi>"], _
[120511::SI,"<b-Psi>"], _
[120512::SI,"<b-Omega>"], _
[120514::SI,"<b-up-alpha>"], _
[120515::SI,"<b-up-beta>"], _
[120516::SI,"<b-up-gamma>"], _
[120517::SI,"<b-up-delta>"], _
[120518::SI,"<b-up-varepsilon>"], _
[120519::SI,"<b-up-zeta>"], _
[120520::SI,"<b-up-eta>"], _
[120521::SI,"<b-up-theta>"], _
[120522::SI,"<b-up-iota>"], _
[120523::SI,"<b-up-kappa>"], _
[120524::SI,"<b-up-lambda>"], _
[120525::SI,"<b-up-mu>"], _
[120526::SI,"<b-up-nu>"], _
[120527::SI,"<b-up-xi>"], _
[120528::SI,"<b-up-omicron>"], _
[120529::SI,"<b-up-pi>"], _
[120530::SI,"<b-up-rho>"], _
[120531::SI,"<b-up-varsigma>"], _
[120532::SI,"<b-up-sigma>"], _
[120533::SI,"<b-up-tau>"], _
[120534::SI,"<b-up-upsilon>"], _
[120535::SI,"<b-up-varphi>"], _
[120536::SI,"<b-up-chi>"], _
[120537::SI,"<b-up-psi>"], _
[120538::SI,"<b-up-omega>"], _
[120540::SI,"<b-up-epsilon>"], _
[120541::SI,"<b-up-vartheta>"], _
[120542::SI,"<b-up-varkappa>"], _
[120543::SI,"<b-up-phi>"], _
[120544::SI,"<b-up-varrho>"], _
[120545::SI,"<b-up-varpi>"], _
[120630::SI,"<b-alpha>"], _
[120631::SI,"<b-beta>"], _
[120632::SI,"<b-gamma>"], _
[120633::SI,"<b-delta>"], _
[120634::SI,"<b-varepsilon>"], _
[120635::SI,"<b-zeta>"], _
[120636::SI,"<b-eta>"], _
[120637::SI,"<b-theta>"], _
[120638::SI,"<b-iota>"], _
[120639::SI,"<b-kappa>"], _
[120640::SI,"<b-lambda>"], _
[120641::SI,"<b-mu>"], _
[120642::SI,"<b-nu>"], _
[120643::SI,"<b-xi>"], _
[120644::SI,"<b-omicron>"], _
[120645::SI,"<b-pi>"], _
[120646::SI,"<b-rho>"], _
[120647::SI,"<b-varsigma>"], _
[120648::SI,"<b-sigma>"], _
[120649::SI,"<b-tau>"], _
[120650::SI,"<b-upsilon>"], _
[120651::SI,"<b-varphi>"], _
[120652::SI,"<b-chi>"], _
[120653::SI,"<b-psi>"], _
[120654::SI,"<b-omega>"], _
[120656::SI,"<b-epsilon>"], _
[120657::SI,"<b-vartheta>"], _
[120658::SI,"<b-varkappa>"], _
[120659::SI,"<b-phi>"], _
[120660::SI,"<b-varrho>"], _
[120661::SI,"<b-varpi>"], _
[120782::SI,"<b-0>"], _
[120783::SI,"<b-1>"], _
[120784::SI,"<b-2>"], _
[120785::SI,"<b-3>"], _
[120786::SI,"<b-4>"], _
[120787::SI,"<b-5>"], _
[120788::SI,"<b-6>"], _
[120789::SI,"<b-7>"], _
[120790::SI,"<b-8>"], _
[120791::SI,"<b-9>"]]::List Record(key:SI, entry:String))
Cork : HashTable(SI, String, "EQ") := CorkFunc()
expr : E
prec, opPrec : I
str : S
blank : S := " \ "
maxPrec : I := 1000000
minPrec : I := 0
unaryOps : L(SY) := ["-"::SY]
unaryPrecs : L I := [710]$(L I)
-- the precedence of / in the following is relatively low because
-- the bar obviates the need for parentheses.
binaryOps : L(SY) := ["+->"::SY, "|"::SY, "^"::SY, "/"::SY, "="::SY,
"~="::SY, "<"::SY, "<="::SY, ">"::SY, ">="::SY,
'OVER, 'LET, "->"::SY]
binaryPrecs : L I := [0, 0, 900, 700, 400,
400, 400, 400, 400, 400,
700, 125, 1001]$(L I)
naryOps : L(SY) := ["-"::SY, "+"::SY, "*"::SY, ","::SY, ";"::SY,
'ROW, 'STRSEP, 'TENSOR]
naryPrecs : L I := [700, 700, 800, 110, 110,
0, 0, 850]$(L I)
naryNGOps : L(SY) := ['ROW]
plexOps : L(SY) := ['SIGMA, 'SIGMA2, 'PI, 'PI2, 'INTSIGN]
plexPrecs : L I := [ 750, 750, 750, 750, 700]$(L I)
specialOps : L(SY) := ['MATRIX, 'BRACKET, 'BRACE, 'CONCATB, 'VCONCAT, _
'AGGLST, 'CONCAT, 'OVERBAR, 'ROOT, 'SUB, _
"~>"::SY, _
'SUPERSUB, 'ZAG, 'AGGSET, 'SC, 'PAREN, _
'SEGMENT, 'QUOTE, 'theMap, 'SLASH, 'PRIME, _
'BOX, 'EQUATNUM, 'BINOMIAL, 'NOTHING]
-- the next two lists provide translations for some strings for
-- which MML provides special macros.
specialStrings : L(SY) :=
['cos, 'cot, 'csc, 'log, 'sec, 'sin, 'tan,
'cosh, 'coth, 'csch, 'sech, 'sinh, 'tanh,
'acos, 'asin, 'atan, 'erf, "..."::SY, "$"::SY, 'infinity,
'Gamma]
specialStringsInMML : L S :=
["_"cos_"","_"cot_"","_"csc_"","_"log_"","_"sec_"","_"sin_"","_"tan_"",
"_"cosh_"","_"coth_"","_"csch_"","_"sech_"","_"sinh_"","_"tanh_"",
"_"arccos_"","_"arcsin_"","_"arctan_"","_"erf_"","_"<cdots>_"","_"$_"","_"<infty>_"","_"<Gamma>_""]
-- local function signatures
addBraces : S -> S
addBrackets : S -> S
group : S -> S
cork : SI -> S
utf2cork : S -> S
formatBinary : (SY, L(E), I) -> S
formatFunction : (E, L E, I) -> S
formatIntBody : (E, I) -> S
formatMatrix : L E -> S
formatNary : (SY, S, I, L(E), I) -> S
formatNaryNoGroup : (SY, S, I, L(E), I) -> S
formatNullary : SY -> S
formatPlex : (SY, L(E), I) -> S
formatSpecial : (SY, L(E), I) -> S
formatUnary : (SY, E, I) -> S
formatExpr : (E, I) -> S
formatZag : L E -> S
formatZag1 : L E -> S
newWithNum : I -> %
parenthesize : S -> S
postcondition : S -> S
ungroup : S -> S
-- public function definitions
coerce(expr : E) : S ==
s : S := postcondition formatExpr(precondition expr, minPrec)
s
sayExpr(s : S) : Void ==
sayTexmacs$Lisp s
coerceL(expr : E) : S ==
s : S := postcondition formatExpr(precondition expr, minPrec)
sayExpr "scheme: (with _"mode_" _"math_""
sayExpr s
sayExpr ")"
s
display(texmacs : S) : Void ==
sayExpr "scheme: (with _"mode_" _"math_""
sayExpr texmacs
sayExpr ")"
void()$Void
ungroup(str : S) : S ==
-- not really correct, but should not matter
str
postcondition(str : S) : S ==
-- str := ungroup str
len : I := #str
plusminus : S := "_"+_" (concat _"-_""
pos : I := position(plusminus, str, 1)
if pos > 0 then
ustart : US := segment(1, pos-1)$US
uend : US := segment(pos+15, len)$US
str := concat [str(ustart), "(concat _"-_"", str(uend)]
if pos < len-13 then
str := postcondition(str)
str
optionalWrap(s : S, expr : E, prec : I) : S ==
tmp : S := formatExpr(expr, prec)
tmp = "" or tmp = " " => ""
concat ["(", s, " ", tmp, ")"]
group str ==
concat ["(concat ",str,")"]
import from NumberFormats
cork(x) ==
res := search(x, Cork)
res case "failed" =>
if (x > 1000) then -- the range of Unicode that TeXmacs can't handle
s := FormatRadix(x, 16)
concat ["\<#", s, "\>"]
else
ucodeToString(x::Integer)
res
utf2cork str ==
concat [cork i for i in uentries str]
addBraces str ==
concat [" _"{_" ",str," _"}_" "]
addBrackets str ==
concat [" _"[_" ",str," _"]_" "]
parenthesize str ==
concat [" _"(_" ",str," _")_" "]
formatSpecial(op : SY, args : L(E), prec : I) : S ==
arg : E