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Many of the symbols below are from the Symbols font. Some are in each alphabetic font. Those marked with "*" are constructed with POSTSCRIPT code, and so are not necessarily from any font. Characters similar to many of the latter do appear in fonts, though, so the description usually shows the name of a similar character.
Rep Sym. Description Rep Sym. Description Rep Sym. Description
\(a+ \(a+ circleplust' ' acutet\(ae \(ae ae
\(al \(al alepht\(an \(an logicalandt~ ~ similar
\(ax \(ax circlemultiplyt\(be \(be brevet| | boxrule*
\(bs \(bs heartt\(bt \(bt perpendiculart+ + bullet*
| | boldvertical*t\(bx \(bx box*t\(ca \(ca intersection
· · cedillatO O circle*t\(cm \(cm element
© © copyrightt\(cr \(cr carriagereturnt¢ ¢ cent
\(cu \(cu uniont\(d< \(d< guillemotleftt\(d> \(d> guillemotright
\(da \(da arrowdownt*** *** daggerdblt° ° degree
** ** daggert÷ ÷ dividet\(dm \(dm diamond
\(dt \(dt dotaccentt-- -- emdasht- - endash
= = equaltØ Ø emptysett\(fa \(fa universal
fi fi fi-ligaturetfl fl fl-ligaturet' ' minute
` ` gravet\(gr \(gr gradientt\(hc \(hc caron
hyphent\(ib \(ib reflexsubsett\(if \(if infinity
\(im \(im arrowdblrightt\(io \(io arrowdblbotht\(ip \(ip reflexsuperset
\(is \(is integral*t\(l< \(l< angleleftt\(la \(la logicaland
\(lb \(lb braceleftbt*t\(lc \(lc bracketlefttp*t\(lf \(lf bracketleftbt*
<= <= arrowdblleftt\(lk \(lk braceleftmid*t\(lo \(lo logicalor
`` `` quotedblleftt\(lt \(lt parenlefttp*t\(m. \(m. dotmath
\(ma \(ma macront\(mc \(mc macront- - minus
\(mo \(mo elementt\(mt \(mt minutet× × multiply
\(n' \(n' quotesinglet¬ ¬ logicalnott\(o/ \(o/ oslash
\(ob \(ob outlinebullet*t\(oe \(oe oet\(og \(og ogonek
| | bart\(pd \(pd partialdifft+ + plus
\(pm \(pm perthousandt\(po \(po sterlingt\(pp \(pp paragraph
\(ps \(ps sterlingt\(pt \(pt proportionalt\(r> \(r> angleright
\(rb \(rb parenrightbt*t\(rc \(rc bracketrighttp*t\(rf \(rf bracketrightbt*
® ® registerserift=> => arrowdblrightt\(ri \(ri ring
\(rk \(rk bracerightmid*t\(rn \(rn radicalex*t'' '' quotedblright
\(rt \(rt parenrighttp*t_ _ rule*t\(sb \(sb propersubset
§ § sectiont\(sd \(sd secondt/ / slash
\(sp \(sp propersupersetto o square*t\(sr \(sr radical*
ß ß germandblst\(te \(te existentialt\(tf \(tf therefore
® ® trademarkserift\(ts \(ts sigma1t\(ua \(ua arrowup
\(ui \(ui dotlessit_ _ underline*t\(um \(um dieresis
\(vr \(vr verticalrule*t\(yi \(yi yent\(yn \(yn yen
± ± plusminust-> -> arrowright*t\(.. \(.. dieresis
* * asteriskmatht== == equivalence*t~ ~ approxequal
\(!! \(!! exclamdownt\(!= \(!= notequalt\(!m \(!m notelement
\(!s \(!s notsubsett\($D \($D florint\($J \($J yen
\(:> \(:> arrowdblrightt<- <- arrowleft*t\(<: \(<: arrowdblleft
<= <= lessequalt\(<> \(<> arrowbotht>= >= greaterequal
\(?? \(?? questiondownt½ ½ 1/2*t\(13 \(13 1/3*
¼ ¼ 1/4*t\(18 \(18 1/8*t\(23 \(23 2/3*
¾ ¾ 3/4*t\(38 \(38 3/8*t\(58 \(58 5/8*
\(78 \(78 7/8*t\(AE \(AE AEt\(I! \(I! exclamdown
\(I? \(I? questiondownt\(O/ \(O/ Oslasht\(OE \(OE OE
\(PL \(PL Lslasht\(Pl \(Pl lslasht\(*A \(*A Alpha
\(*B \(*B Betat\(*C \(*C Xit\(*D \(*D Delta
\(*E \(*E Epsilont\(*F \(*F Phit\(*G \(*G Gamma
\(*H \(*H Thetat\(*I \(*I Iotat\(*K \(*K Kappa
\(*L \(*L Lambdat\(*M \(*M Mut\(*N \(*N Nu
\(*O \(*O Omicront\(*P \(*P Pit\(*Q \(*Q Psi
\(*R \(*R Rhot\(*S \(*S Sigmat\(*T \(*T Tau
\(*U \(*U Upsilont\(*W \(*W Omegat\(*X \(*X Chi
\(*Y \(*Y Etat\(*Z \(*Z Zetat\(*a \(*a alpha
ß ß betat\(*c \(*c xit\(*d \(*d delta
\(*e \(*e epsilont\(*f \(*f phit\(*g \(*g gamma
\(*h \(*h thetat\(*i \(*i iotat\(*k \(*k kappa
\(*l \(*l lambdatµ µ mut\(*n \(*n nu
\(*o \(*o omicront\(*p \(*p pit\(*q \(*q psi
\(*r \(*r rhot\(*s \(*s sigmat\(*t \(*t tau
\(*u \(*u upsilont\(*w \(*w omegat\(*x \(*x chi
\(*y \(*y etat\(*z \(*z zetat
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Created by unroff & hp-tools. © somebody (See intro for details). All Rights Reserved. Last modified 11/5/97