version 1.16, 2009/09/22 16:10:52 |
version 1.17, 2009/09/22 23:15:58 |
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Mathematical: |
Logical: |
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.It \e(es Ta \(es Ta empty set |
.It \e(AN Ta \(AN Ta logical and |
.It \e(ca Ta \(ca Ta intersection |
.It \e(OR Ta \(OR Ta logical or |
.It \e(cu Ta \(cu Ta union |
.It \e(no Ta \(no Ta logical not |
.It \e(gr Ta \(gr Ta gradient |
.It \e[tno] Ta \[tno] Ta logical not (text) |
.It \e(pd Ta \(dd Ta partial differential |
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.It \e(ap Ta \(ap Ta similarity |
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.It \e(sp Ta \(sp Ta proper superset |
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.It \e(sb Ta \(sb Ta proper subset |
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.It \e(eq Ta \(eq Ta equals |
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.It \e(di Ta \(di Ta division |
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.It \e(mu Ta \(mu Ta multiplication |
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.It \e(pl Ta \(pl Ta addition |
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.It \e- Ta \- Ta subtraction |
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.It \e(nm Ta \(nm Ta not element |
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.It \e(mo Ta \(mo Ta element |
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.It \e(Im Ta \(Im Ta imaginary |
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.It \e(Re Ta \(Re Ta real |
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.It \e(Ah Ta \(Ah Ta aleph |
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.It \e(te Ta \(te Ta existential quantifier |
.It \e(te Ta \(te Ta existential quantifier |
.It \e(fa Ta \(fa Ta universal quantifier |
.It \e(fa Ta \(fa Ta universal quantifier |
.It \e(AN Ta \(AN Ta logical AND |
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.It \e(OR Ta \(OR Ta logical OR |
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.It \e(no Ta \(no Ta logical NOT |
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.It \e(st Ta \(st Ta such that |
.It \e(st Ta \(st Ta such that |
.It \e(tf Ta \(tf Ta therefore |
.It \e(tf Ta \(tf Ta therefore |
.It \e(~~ Ta \(~~ Ta approximate |
.It \e(3d Ta \(3d Ta therefore |
.It \e(~= Ta \(~= Ta approximately equals |
.It \e(or Ta \(or Ta bitwise or |
.It \e(=~ Ta \(=~ Ta congruent |
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Mathematical: |
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.It \e(pl Ta \(pl Ta plus |
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.It \e(mi Ta \(mi Ta minus |
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.It \e- Ta \- Ta minus (text) |
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.It \e(-+ Ta \(-+ Ta minus-plus |
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.It \e(+- Ta \(+- Ta plus-minus |
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.It \e[t+-] Ta \[t+-] Ta plus-minus (text) |
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.It \e(pc Ta \(pc Ta centre-dot |
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.It \e(mu Ta \(mu Ta multiply |
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.It \e[tmu] Ta \[tmu] Ta multiply (text) |
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.It \e(c* Ta \(c* Ta circle-multiply |
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.It \e(c+ Ta \(c+ Ta circle-plus |
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.It \e(di Ta \(di Ta divide |
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.It \e[tdi] Ta \[tdi] Ta divide (text) |
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.It \e(f/ Ta \(f/ Ta fraction |
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.It \e(** Ta \(** Ta asterisk |
.It \e(<= Ta \(<= Ta less-than-equal |
.It \e(<= Ta \(<= Ta less-than-equal |
.It \e(>= Ta \(>= Ta greater-than-equal |
.It \e(>= Ta \(>= Ta greater-than-equal |
.It \e(== Ta \(== Ta equal |
.It \e(<< Ta \(<< Ta much less |
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.It \e(>> Ta \(>> Ta much greater |
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.It \e(eq Ta \(eq Ta equal |
.It \e(!= Ta \(!= Ta not equal |
.It \e(!= Ta \(!= Ta not equal |
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.It \e(== Ta \(== Ta equivalent |
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.It \e(ne Ta \(ne Ta not equivalent |
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.It \e(=~ Ta \(=~ Ta congruent |
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.It \e(-~ Ta \(-~ Ta asymptotically congruent |
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.It \e(ap Ta \(ap Ta asymptotically similar |
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.It \e(~~ Ta \(~~ Ta approximately similar |
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.It \e(~= Ta \(~= Ta approximately equal |
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.It \e(pt Ta \(pt Ta proportionate |
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.It \e(es Ta \(es Ta empty set |
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.It \e(mo Ta \(mo Ta element |
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.It \e(nm Ta \(nm Ta not element |
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.It \e(sb Ta \(sb Ta proper subset |
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.It \e(nb Ta \(nb Ta not subset |
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.It \e(sp Ta \(sp Ta proper superset |
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.It \e(nc Ta \(nc Ta not superset |
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.It \e(ib Ta \(ib Ta reflexive subset |
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.It \e(ip Ta \(ip Ta reflexive superset |
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.It \e(ca Ta \(ca Ta intersection |
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.It \e(cu Ta \(cu Ta union |
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.It \e(/_ Ta \(/_ Ta angle |
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.It \e(pp Ta \(pp Ta perpendicular |
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.It \e(is Ta \(is Ta integral |
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.It \e[integral] Ta \[integral] Ta integral |
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.It \e[sum] Ta \[sum] Ta summation |
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.It \e[product] Ta \[product] Ta product |
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.It \e[coproduct] Ta \[coproduct] Ta coproduct |
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.It \e(gr Ta \(gr Ta gradient |
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.It \e(sr Ta \(sr Ta square root |
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.It \e[sqrt] Ta \[sqrt] Ta square root |
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.It \e(lc Ta \(lc Ta left-ceiling |
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.It \e(rc Ta \(rc Ta right-ceiling |
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.It \e(lf Ta \(lf Ta left-floor |
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.It \e(rf Ta \(rf Ta right-floor |
.It \e(if Ta \(if Ta infinity |
.It \e(if Ta \(if Ta infinity |
.It \e(na Ta \(na Ta NaN, an extension |
.It \e(Ah Ta \(Ah Ta aleph |
.It \e(+- Ta \(+- Ta plus-minus |
.It \e(Im Ta \(Im Ta imaginary |
.It \e(** Ta \(** Ta asterisk |
.It \e(Re Ta \(Re Ta real |
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.It \e(pd Ta \(pd Ta partial differential |
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.It \e(-h Ta \(-h Ta Planck constant over 2\(*p |
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Line 282 Diacritics and accented letters: |
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Line 323 Diacritics and accented letters: |
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Monetary: |
Monetary: |
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.It \e0 Ta \0 Ta white-space |
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.It \e(Cs Ta \(Cs Ta Scandinavian |
.It \e(Cs Ta \(Cs Ta Scandinavian |
.It \e(Do Ta \(Do Ta dollar |
.It \e(Do Ta \(Do Ta dollar |
.It \e(Po Ta \(Po Ta pound |
.It \e(Po Ta \(Po Ta pound |
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Greek letters: |
Greek letters: |
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.It \e0 Ta \0 Ta white-space |
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.It \e(*A Ta \(*A Ta Alpha |
.It \e(*A Ta \(*A Ta Alpha |
.It \e(*B Ta \(*B Ta Beta |
.It \e(*B Ta \(*B Ta Beta |
.It \e(*C Ta \(*C Ta Xi |
.It \e(*G Ta \(*G Ta Gamma |
.It \e(*D Ta \(*D Ta Delta |
.It \e(*D Ta \(*D Ta Delta |
.It \e(*E Ta \(*E Ta Epsilon |
.It \e(*E Ta \(*E Ta Epsilon |
.It \e(*F Ta \(*F Ta Phi |
.It \e(*Z Ta \(*Z Ta Zeta |
.It \e(*G Ta \(*G Ta Gamma |
.It \e(*Y Ta \(*Y Ta Eta |
.It \e(*H Ta \(*H Ta Theta |
.It \e(*H Ta \(*H Ta Theta |
.It \e(*I Ta \(*I Ta Iota |
.It \e(*I Ta \(*I Ta Iota |
.It \e(*K Ta \(*K Ta Kappa |
.It \e(*K Ta \(*K Ta Kappa |
.It \e(*L Ta \(*L Ta Lambda |
.It \e(*L Ta \(*L Ta Lambda |
.It \e(*M Ta \(*M Ta Mu |
.It \e(*M Ta \(*M Ta Mu |
.It \e(*N Ta \(*N Ta Nu |
.It \e(*N Ta \(*N Ta Nu |
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.It \e(*C Ta \(*C Ta Xi |
.It \e(*O Ta \(*O Ta Omicron |
.It \e(*O Ta \(*O Ta Omicron |
.It \e(*P Ta \(*P Ta Pi |
.It \e(*P Ta \(*P Ta Pi |
.It \e(*Q Ta \(*Q Ta Psi |
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.It \e(*R Ta \(*R Ta Rho |
.It \e(*R Ta \(*R Ta Rho |
.It \e(*S Ta \(*S Ta Sigma |
.It \e(*S Ta \(*S Ta Sigma |
.It \e(*T Ta \(*T Ta Tau |
.It \e(*T Ta \(*T Ta Tau |
.It \e(*U Ta \(*U Ta Upsilon |
.It \e(*U Ta \(*U Ta Upsilon |
.It \e(*W Ta \(*W Ta Omega |
.It \e(*F Ta \(*F Ta Phi |
.It \e(*X Ta \(*X Ta Chi |
.It \e(*X Ta \(*X Ta Chi |
.It \e(*Y Ta \(*Y Ta Eta |
.It \e(*Q Ta \(*Q Ta Psi |
.It \e(*Z Ta \(*Z Ta Zeta |
.It \e(*W Ta \(*W Ta Omega |
.It \e(*a Ta \(*a Ta alpha |
.It \e(*a Ta \(*a Ta alpha |
.It \e(*b Ta \(*b Ta beta |
.It \e(*b Ta \(*b Ta beta |
.It \e(*c Ta \(*c Ta xi |
.It \e(*g Ta \(*g Ta gamma |
.It \e(*d Ta \(*d Ta delta |
.It \e(*d Ta \(*d Ta delta |
.It \e(*e Ta \(*e Ta epsilon |
.It \e(*e Ta \(*e Ta epsilon |
.It \e(*f Ta \(*f Ta phi |
.It \e(*z Ta \(*z Ta zeta |
.It \e(+f Ta \(+f Ta phi variant |
.It \e(*y Ta \(*y Ta eta |
.It \e(*g Ta \(*g Ta gamma |
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.It \e(*h Ta \(*h Ta theta |
.It \e(*h Ta \(*h Ta theta |
.It \e(+h Ta \(+h Ta theta variant |
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.It \e(*i Ta \(*i Ta iota |
.It \e(*i Ta \(*i Ta iota |
.It \e(*k Ta \(*k Ta kappa |
.It \e(*k Ta \(*k Ta kappa |
.It \e(*l Ta \(*l Ta lambda |
.It \e(*l Ta \(*l Ta lambda |
.It \e(*m Ta \(*m Ta mu |
.It \e(*m Ta \(*m Ta mu |
.It \e(*n Ta \(*n Ta nu |
.It \e(*n Ta \(*n Ta nu |
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.It \e(*c Ta \(*c Ta xi |
.It \e(*o Ta \(*o Ta omicron |
.It \e(*o Ta \(*o Ta omicron |
.It \e(*p Ta \(*p Ta pi |
.It \e(*p Ta \(*p Ta pi |
.It \e(+p Ta \(+p Ta pi variant |
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.It \e(*q Ta \(*q Ta psi |
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.It \e(*r Ta \(*r Ta rho |
.It \e(*r Ta \(*r Ta rho |
.It \e(*s Ta \(*s Ta sigma |
.It \e(*s Ta \(*s Ta sigma |
.It \e(*t Ta \(*t Ta tau |
.It \e(*t Ta \(*t Ta tau |
.It \e(*u Ta \(*u Ta upsilon |
.It \e(*u Ta \(*u Ta upsilon |
.It \e(*w Ta \(*w Ta omega |
.It \e(*f Ta \(*f Ta phi |
.It \e(*x Ta \(*x Ta chi |
.It \e(*x Ta \(*x Ta chi |
.It \e(*y Ta \(*y Ta eta |
.It \e(*q Ta \(*q Ta psi |
.It \e(*z Ta \(*z Ta zeta |
.It \e(*w Ta \(*w Ta omega |
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.It \e(+h Ta \(+h Ta theta variant |
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.It \e(+f Ta \(+f Ta phi variant |
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.It \e(+p Ta \(+p Ta pi variant |
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.It \e(+e Ta \(+e Ta epsilon variant |
.It \e(ts Ta \(ts Ta sigma terminal |
.It \e(ts Ta \(ts Ta sigma terminal |
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Special symbols: |
Special symbols: |
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.It \e0 Ta \0 Ta white-space |
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.It \e(de Ta \(de Ta degree |
.It \e(de Ta \(de Ta degree |
.It \e(ps Ta \(ps Ta paragraph |
.It \e(ps Ta \(ps Ta paragraph |
.It \e(sc Ta \(sc Ta section |
.It \e(sc Ta \(sc Ta section |
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This section documents compatibility of |
This section documents compatibility of |
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with older or existing versions of |
with older or existing versions of |
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The following render differently in |
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mode. |
output mode: |
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\e(ss, \e(nm, \e(nb, \e(nc, \e(ib, \e(ip, \e(pp, \e[sum], \e[product], |
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\e[coproduct], \e(gr, \e(-h |
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The following render differently in |
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output mode: |
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\e(~=, \e(nb, \e(nc |
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Finally, the following have been omitted by being poorly documented or |
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having no known representation: |
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\e[radicalex], \e[sqrtex] |
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.Sh SEE ALSO |
.Sh SEE ALSO |
.Xr mandoc 1 |
.Xr mandoc 1 |