254 lines
6.2 KiB
Plaintext
254 lines
6.2 KiB
Plaintext
.\" Copyright (C) Caldera International Inc. 2001-2002. All rights reserved.
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.\"
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.\" Redistribution and use in source and binary forms, with or without
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.\" modification, are permitted provided that the following conditions are
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.\" met:
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.\"
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.\" Redistributions of source code and documentation must retain the above
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.\" copyright notice, this list of conditions and the following
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.\" disclaimer.
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.\"
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.\" Redistributions in binary form must reproduce the above copyright
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.\" notice, this list of conditions and the following disclaimer in the
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.\" documentation and/or other materials provided with the distribution.
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.\"
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.\" All advertising materials mentioning features or use of this software
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.\" must display the following acknowledgement:
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.\"
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.\" This product includes software developed or owned by Caldera
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.\" International, Inc. Neither the name of Caldera International, Inc.
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.\" nor the names of other contributors may be used to endorse or promote
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.\" products derived from this software without specific prior written
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.\" permission.
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.\"
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.\" USE OF THE SOFTWARE PROVIDED FOR UNDER THIS LICENSE BY CALDERA
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.\" INTERNATIONAL, INC. AND CONTRIBUTORS ``AS IS'' AND ANY EXPRESS OR
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.\" IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED
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.\" WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
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.\" DISCLAIMED. IN NO EVENT SHALL CALDERA INTERNATIONAL, INC. BE LIABLE
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.\" FOR ANY DIRECT, INDIRECT INCIDENTAL, SPECIAL, EXEMPLARY, OR
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.\" CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
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.\" SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR
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.\" BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
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.\" WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE
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.\" OR OTHERWISE) RISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
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.\" IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
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.\"
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.\" @(#)table2 8.1 (Berkeley) 8/14/93
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.\"
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.\" $FreeBSD$
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.sp 100
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.br
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.de mx
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.nf
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.ft I
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.ta .25iC .5i +.45i 3.25iC +.25i +.45i
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Input Character Input Character
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Char Name Name Char Name Name
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.ft R
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.sp .2
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.nr cl 0
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.mk
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..
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.br
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.tr ~~
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.nf
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.ps 12
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.vs 14p
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.ft B
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.ce
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Table II
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.sp
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.ce 2
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Input Naming Conventions for \', \`, and \-
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and for Non-ASCII Special Characters
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.sp .5i
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.ft R
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.ps 10
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.vs 12p
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.ft B
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.bd I 3
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Non-\s-1ASCII\s+1 characters and \fIminus\fP on the standard fonts.
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.sp
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.ft R
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.de cl
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.ie \\n+(cl<2 \{\
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.po +3.0i
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.rt
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.\}
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.el .sc
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..
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.de sc
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.po 26i/27u
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.nr cl 0
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..
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.nr cl 0 1
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.de qq
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\&' \' close quote
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` \` open quote
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\(em \e\|(em 3\(sl4 Em dash
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- \- hyphen or
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\(hy \e\|(hy hyphen
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\- \e\- current font minus
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\(bu \e\|(bu bullet
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\(sq \e\|(sq square
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\(ru \e\|(ru rule
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\(14 \e\|(14 1\(sl4
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\(12 \e\|(12 1\(sl2
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\(34 \e\|(34 3\(sl4
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\(fi \e\|(fi fi
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\(fl \e\|(fl fl
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\(ff \e\|(ff ff
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\(Fi \e\|(Fi ffi
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\(Fl \e\|(Fl ffl
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\(de \e\|(de degree
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\(dg \e\|(dg dagger
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\(fm \e\|(fm foot mark
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\(ct \e\|(ct cent sign
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\(rg \e\|(rg registered
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\(co \e\|(co copyright
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..
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.di zz
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.lg 0
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.qq
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.di
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.lg
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.mx
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.nr aa \n(dn/2
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.ne \n(aau+1
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.nr bb \n(nl+\n(aa
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.wh \n(bbu cl
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.qq
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.sp |\n(bbu
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.ch cl 12i
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.fi
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.sp 2
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.ft B
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.bd I
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Non-\s-1ASCII\s+1 characters and \', \`, \_\|, \(pl, \(mi, \(eq, and \(** on the special font.
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.sp .4
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.ft R
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.fi
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.ps 10
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The ASCII characters @, #, ", \', \`, <, >, \\, {, }, ~, ^, and \(ul exist
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\fIonly\fR on the special font and are printed as a 1-em space if that font
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is not mounted.
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The following characters exist only on the special font except
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for the upper case Greek letter names followed by \(dg which are mapped into
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upper case English letters in
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whatever font is mounted on font position one (default Times Roman).
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The special math plus, minus, and equals are provided to
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insulate the appearance of equations from the choice of standard fonts.
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.bd I 3
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.nf
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.ps 10
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.sp
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.ch cl \nmu-\n(.vu-1u
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.mx
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.lg 0
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\(pl \e\|(pl math plus
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\(mi \e\|(mi math minus
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\(eq \e\|(eq math equals
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\(** \e\|(** math star
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\(sc \e\|(sc section
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\(aa \e\|(aa acute accent
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\(ga \e\|(ga grave accent
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\(ul \e\|(ul underrule
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\(sl \e\|(sl slash (matching backslash)
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\(*a \e\|(*a alpha
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\(*b \e\|(*b beta
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\(*g \e\|(*g gamma
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\(*d \e\|(*d delta
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\(*e \e\|(*e epsilon
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\(*z \e\|(*z zeta
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\(*y \e\|(*y eta
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\(*h \e\|(*h theta
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\(*i \e\|(*i iota
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\(*k \e\|(*k kappa
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\(*l \e\|(*l lambda
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\(*m \e\|(*m mu
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\(*n \e\|(*n nu
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\(*c \e\|(*c xi
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\(*o \e\|(*o omicron
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\(*p \e\|(*p pi
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\(*r \e\|(*r rho
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\(*s \e\|(*s sigma
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\(ts \e\|(ts terminal sigma
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\(*t \e\|(*t tau
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\(*u \e\|(*u upsilon
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\(*f \e\|(*f phi
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\(*x \e\|(*x chi
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\(*q \e\|(*q psi
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\(*w \e\|(*w omega
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\(*A \e\|(*A Alpha\(dg
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\(*B \e\|(*B Beta\(dg
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\(*G \e\|(*G Gamma
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\(*D \e\|(*D Delta
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\(*E \e\|(*E Epsilon\(dg
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\(*Z \e\|(*Z Zeta\(dg
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\(*Y \e\|(*Y Eta\(dg
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\(*H \e\|(*H Theta
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\(*I \e\|(*I Iota\(dg
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\(*K \e\|(*K Kappa\(dg
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\(*L \e\|(*L Lambda
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\(*M \e\|(*M Mu\(dg
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\(*N \e\|(*N Nu\(dg
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\(*C \e\|(*C Xi
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\(*O \e\|(*O Omicron\(dg
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\(*P \e\|(*P Pi
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\(*R \e\|(*R Rho\(dg
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\(*S \e\|(*S Sigma
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\(*T \e\|(*T Tau\(dg
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\(*U \e\|(*U Upsilon
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\(*F \e\|(*F Phi
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\(*X \e\|(*X Chi\(dg
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\(*Q \e\|(*Q Psi
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\(*W \e\|(*W Omega
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\(sr \e\|(sr square root
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\(rn \e\|(rn root en extender
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\(>= \e\|(>= >=
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\(<= \e\|(<= <=
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\(== \e\|(== identically equal
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\(~= \e\|(~= approx =
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\(ap \e\|(ap approximates
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\(!= \e\|(!= not equal
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\(-> \e\|(\(mi> right arrow
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\(<- \e\|(<\(mi left arrow
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\(ua \e\|(ua up arrow
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\(da \e\|(da down arrow
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\(mu \e\|(mu multiply
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\(di \e\|(di divide
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\(+- \e\|(+\(mi plus-minus
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\(cu \e\|(cu cup (union)
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\(ca \e\|(ca cap (intersection)
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\(sb \e\|(sb subset of
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\(sp \e\|(sp superset of
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\(ib \e\|(ib improper subset
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\(ip \e\|(ip improper superset
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\(if \e\|(if infinity
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\(pd \e\|(pd partial derivative
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\(gr \e\|(gr gradient
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\(no \e\|(no not
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\(is \e\|(is integral sign
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\(pt \e\|(pt proportional to
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\(es \e\|(es empty set
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\(mo \e\|(mo member of
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\(br \e\|(br box vertical rule
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\(dd \e\|(dd double dagger
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\(rh \e\|(rh right hand
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\(lh \e\|(lh left hand
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\(or \e\|(or or
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\(ci \e\|(ci circle
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\(lt \e\|(lt left top of big curly bracket
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\(lb \e\|(lb left bottom
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\(rt \e\|(rt right top
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\(rb \e\|(rb right bot
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\(lk \e\|(lk left center of big curly bracket
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\(rk \e\|(rk right center of big curly bracket
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\(bv \e\|(bv bold vertical
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\(lf \e\|(lf left floor (left bottom of big
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square bracket)
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\(rf \e\|(rf right floor (right bottom)
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\(lc \e\|(lc left ceiling (left top)
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\(rc \e\|(rc right ceiling (right top)
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