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CentOS 7.0 - man page for eqn (centos section 1)

EQN(1)				     General Commands Manual				   EQN(1)

       eqn - format equations for troff or MathML

       eqn [-rvCNR] [-d xy] [-T name] [-M dir] [-f F] [-s n] [-p n] [-m n] [files...]

       This  manual  page  describes  the GNU version of eqn, which is part of the groff document
       formatting system.  eqn compiles descriptions of equations  embedded  within  troff  input
       files  into  commands  that are understood by troff.  Normally, it should be invoked using
       the -e option of groff.	The syntax is quite compatible with Unix eqn.  The output of  GNU
       eqn cannot be processed with Unix troff; it must be processed with GNU troff.  If no files
       are given on the command line, the standard input is read.  A filename  of  -  causes  the
       standard input to be read.

       eqn searches for the file eqnrc in the directories given with the -M option first, then in
       /etc/groff/site-tmac, /etc/groff/site-tmac, and finally in the  standard  macro	directory
       /usr/share/groff/1.22.2/tmac.   If  it  exists,	eqn  processes	it before the other input
       files.  The -R option prevents this.

       GNU eqn does not provide the functionality of neqn: it does  not  support  low-resolution,
       typewriter-like devices (although it may work adequately for very simple input).

       It is possible to have whitespace between a command line option and its parameter.

       -dxy   Specify  delimiters  x  and  y for the left and right end, respectively, of in-line
	      equations.  Any delim statements in the source file overrides this.

       -C     Recognize .EQ and .EN even when followed by a character other than  space  or  new-
	      line.  Also, the statement `delim on' is not handled specially.

       -N     Don't  allow  newlines within delimiters.  This option allows eqn to recover better
	      from missing closing delimiters.

       -v     Print the version number.

       -r     Only one size reduction.

       -mn    The minimum point-size is n.  eqn does not reduce the size of subscripts or  super-
	      scripts to a smaller size than n.

       -Tname The  output  is  for device name.  Normally, the only effect of this is to define a
	      macro name with a value of 1; eqnrc uses this to	provide  definitions  appropriate
	      for the output device.  However, if the specified device is "MathML", the output is
	      MathML markup rather than troff commands, and eqnrc is  not  loaded  at  all.   The
	      default output device is ps.

       -Mdir  Search dir for eqnrc before the default directories.

       -R     Don't load eqnrc.

       -fF    This is equivalent to a gfont F command.

       -sn    This  is equivalent to a gsize n command.  This option is deprecated.  eqn normally
	      sets equations at whatever the current point size is when the equation  is  encoun-

       -pn    This says that subscripts and superscripts should be n points smaller than the sur-
	      rounding text.  This option is deprecated.  Normally eqn sets subscripts and super-
	      scripts at 70% of the size of the surrounding text.

       Only the differences between GNU eqn and Unix eqn are described here.

       GNU eqn emits Presentation MathML output when invoked with the -T MathML option.

       GNU  eqn  sets  the input token "..."  as three periods or low dots, rather than the three
       centered dots of classic eqn.  To get three centered dots, write cdots or cdot cdot cdot.

       Most of the new features of the GNU eqn input language are based on TeX.  There	are  some
       references  to  the differences between TeX and GNU eqn below; these may safely be ignored
       if you do not know TeX.

   Controlling delimiters
       If not in compatibility mode, eqn recognizes

	      delim on

       to restore the delimiters which have been previously disabled with a call to `delim  off'.
       If delimiters haven't been specified, the call has no effect.

   Automatic spacing
       eqn gives each component of an equation a type, and adjusts the spacing between components
       using that type.  Possible types are:

	      ordinary	   an ordinary character such as `1' or `x';
	      operator	   a large operator such as `>';

	      binary	   a binary operator such as `+';

	      relation	   a relation such as `=';

	      opening	   a opening bracket such as `(';

	      closing	   a closing bracket such as `)';

	      punctuation  a punctuation character such as `,';

	      inner	   a subformula contained within brackets;

	      suppress	   spacing that suppresses automatic spacing adjustment.

       Components of an equation get a type in one of two ways.

       type t e
	      This yields an equation component that contains e but that has type t, where  t  is
	      one of the types mentioned above.  For example, times is defined as

		     type "binary" \(mu

	      The  name  of  the  type doesn't have to be quoted, but quoting protects from macro

       chartype t text
	      Unquoted groups of characters are split up into individual characters, and the type
	      of each character is looked up; this changes the type that is stored for each char-
	      acter; it says that the characters in text from now on have type t.  For example,

		     chartype "punctuation" .,;:

	      would make the characters `.,;:' have type punctuation whenever  they  subsequently
	      appeared	in  an	equation.  The type t can also be letter or digit; in these cases
	      chartype changes the font type of the characters.  See the Fonts subsection.

   New primitives
       big e  Enlarges the expression it modifies; intended to have semantics like  CSS  `large'.
	      In troff output, the point size is increased by 5; in MathML output, the expression

		     <mstyle mathsize='big'>

       e1 smallover e2
	      This is similar to over; smallover reduces the size of e1 and e2; it also puts less
	      vertical	space  between	e1 or e2 and the fraction bar.	The over primitive corre-
	      sponds to the TeX \over primitive in display styles; smallover corresponds to \over
	      in non-display styles.

       vcenter e
	      This vertically centers e about the math axis.  The math axis is the vertical posi-
	      tion about which characters such as `+' and `-' are centered; also it is the verti-
	      cal position used for the bar of fractions.  For example, sum is defined as

		     { type "operator" vcenter size +5 \(*S }

	      (Note that vcenter is silently ignored when generating MathML.)

       e1 accent e2
	      This sets e2 as an accent over e1.  e2 is assumed to be at the correct height for a
	      lowercase letter; e2 is moved down according to whether e1  is  taller  or  shorter
	      than a lowercase letter.	For example, hat is defined as

		     accent { "^" }

	      dotdot, dot, tilde, vec, and dyad are also defined using the accent primitive.

       e1 uaccent e2
	      This  sets e2 as an accent under e1.  e2 is assumed to be at the correct height for
	      a character without a descender; e2 is moved down if e1 has a descender.	utilde is
	      pre-defined using uaccent as a tilde accent below the baseline.

       split "text"
	      This has the same effect as simply


	      but  text  is not subject to macro expansion because it is quoted; text is split up
	      and the spacing between individual characters is adjusted.

       nosplit text
	      This has the same effect as


	      but because text is not quoted it is subject to macro expansion; text is not  split
	      up and the spacing between individual characters is not adjusted.

       e opprime
	      This  is a variant of prime that acts as an operator on e.  It produces a different
	      result from prime in a case such as A opprime sub 1: with opprime the 1  is  tucked
	      under  the  prime as a subscript to the A (as is conventional in mathematical type-
	      setting), whereas with prime the 1 is a subscript  to  the  prime  character.   The
	      precedence  of  opprime  is the same as that of bar and under, which is higher than
	      that of everything except accent and uaccent.  In unquoted text a ' that is not the
	      first character is treated like opprime.

       special text e
	      This  constructs	a  new object from e using a troff(1) macro named text.  When the
	      macro is called, the string 0s contains the output for e, and the number	registers
	      0w, 0h, 0d, 0skern, and 0skew contain the width, height, depth, subscript kern, and
	      skew of e.  (The subscript kern of an object says how  much  a  subscript  on  that
	      object  should be tucked in; the skew of an object says how far to the right of the
	      center of the object an accent over the object should be placed.)  The  macro  must
	      modify  0s  so  that  it	outputs the desired result with its origin at the current
	      point, and increase the current horizontal position by the  width  of  the  object.
	      The number registers must also be modified so that they correspond to the result.

	      For example, suppose you wanted a construct that `cancels' an expression by drawing
	      a diagonal line through it.

		     define cancel 'special Ca'
		     .de Ca
		     .	ds 0s \
		     \D'l \\n(0wu -\\n(0hu-\\n(0du'\

	      Then you could cancel an expression e with cancel { e }

	      Here's a more complicated construct that draws a box round an expression:

		     define box 'special Bx'
		     .de Bx
		     .	ds 0s \
		     \D'l \\n(0wu+2n 0'\
		     \D'l 0 -\\n(0hu-\\n(0du-2n'\
		     \D'l -\\n(0wu-2n 0'\
		     \D'l 0 \\n(0hu+\\n(0du+2n'\
		     .	nr 0w +2n
		     .	nr 0d +1n
		     .	nr 0h +1n

       space n
	      A positive value of the integer n (in hundredths of an em) sets the vertical  spac-
	      ing  before  the	equation,  a  negative value sets the spacing after the equation,
	      replacing the default values.  This primitive provides an interface to  groff's  \x
	      escape (but with opposite sign).

	      This keyword has no effect if the equation is part of a pic picture.

   Extended primitives
       col n { ... }
       ccol n { ... }
       lcol n { ... }
       rcol n { ... }
       pile n { ... }
       cpile n { ... }
       lpile n { ... }
       rpile n { ... }
	      The integer value n (in hundredths of an em) increases the vertical spacing between
	      rows, using groff's \x escape (the value has no effect in MathML	mode).	 Negative
	      values are possible but have no effect.  If there is more than a single value given
	      in a matrix, the biggest one is used.

       When eqn is generating troff markup, the appearance of equations is controlled by a  large
       number of parameters.  They have no effect when generating MathML mode, which pushes type-
       setting and fine motions downstream to a MathML rendering engine.  These parameters can be
       set using the set command.

       set p n
	      This sets parameter p to value n; n is an integer.  For example,

		     set x_height 45

	      says that eqn should assume an x height of 0.45 ems.

	      Possible	parameters  are  as  follows.  Values are in units of hundredths of an em
	      unless otherwise stated.	These descriptions are intended to be  expository  rather
	      than definitive.

		     eqn doesn't set anything at a smaller point-size than this.  The value is in

		     The fat primitive emboldens an equation by overprinting two  copies  of  the
		     equation  horizontally offset by this amount.  This parameter is not used in
		     MathML mode; instead, fat text uses

			    <mstyle mathvariant='double-struck'>

		     A fraction bar is longer by twice this amount than the maximum of the widths
		     of the numerator and denominator; in other words, it overhangs the numerator
		     and denominator by at least this amount.

		     When bar or under is applied to a single character, the line is  this  long.
		     Normally,	bar  or  under	produces  a line whose length is the width of the
		     object to which it applies; in the case of a single character, this tends to
		     produce a line that looks too long.

		     Extensible  delimiters  produced  with  the left and right primitives have a
		     combined height and depth of at least this many  thousandths  of  twice  the
		     maximum amount by which the sub-equation that the delimiters enclose extends
		     away from the axis.

		     Extensible delimiters produced with the left and  right  primitives  have	a
		     combined  height and depth not less than the difference of twice the maximum
		     amount by which the sub-equation that the delimiters  enclose  extends  away
		     from the axis and this amount.

		     This much horizontal space is inserted on each side of a fraction.

		     The width of subscripts and superscripts is increased by this amount.

		     This amount of space is automatically inserted after punctuation characters.

		     This  amount  of  space  is  automatically inserted on either side of binary

		     This amount of space is automatically inserted on either side of relations.

		     The height of lowercase letters without ascenders such as `x'.

		     The height above the baseline of the center of characters such  as  `+'  and
		     `-'.  It is important that this value is correct for the font you are using.

		     This  should set to the thickness of the \(ru character, or the thickness of
		     horizontal lines produced with the \D escape sequence.

	      num1   The over command shifts up the numerator by at least this amount.

	      num2   The smallover command shifts up the numerator by at least this amount.

	      denom1 The over command shifts down the denominator by at least this amount.

	      denom2 The smallover command shifts down the denominator by at least this amount.

	      sup1   Normally superscripts are shifted up by at least this amount.

	      sup2   Superscripts within superscripts or upper limits or numerators of	smallover
		     fractions are shifted up by at least this amount.	This is usually less than

	      sup3   Superscripts within denominators or square roots or subscripts or lower lim-
		     its are shifted up by at least this amount.  This is usually less than sup2.

	      sub1   Subscripts are normally shifted down by at least this amount.

	      sub2   When  there  is both a subscript and a superscript, the subscript is shifted
		     down by at least this amount.

		     The baseline of a superscript is no more than this much amount below the top
		     of the object on which the superscript is set.

		     The  baseline  of	a subscript is at least this much below the bottom of the
		     object on which the subscript is set.

		     The baseline of an upper limit is at least this much above the  top  of  the
		     object on which the limit is set.

		     The  baseline of a lower limit is at least this much below the bottom of the
		     object on which the limit is set.

		     The bottom of an upper limit is at least this much  above	the  top  of  the
		     object on which the limit is set.

		     The  top  of  a  lower  limit  is at least this much below the bottom of the
		     object on which the limit is set.

		     This much vertical space is added above and below limits.

		     The baselines of the rows in a pile or matrix are normally this  far  apart.
		     In most cases this should be equal to the sum of num1 and denom1.

		     The midpoint between the top baseline and the bottom baseline in a matrix or
		     pile is shifted down by this much from the axis.  In most cases this  should
		     be equal to axis_height.

		     This much space is added between columns in a matrix.

		     This much space is added at each side of a matrix.

		     If  this  is  non-zero, lines are drawn using the \D escape sequence, rather
		     than with the \l escape sequence and the \(ru character.

		     The amount by which the height of the equation  exceeds  this  is	added  as
		     extra space before the line containing the equation (using \x).  The default
		     value is 85.

		     The amount by which the depth of the equation exceeds this is added as extra
		     space  after the line containing the equation (using \x).	The default value
		     is 35.

	      nroff  If this is non-zero,  then  ndefine  behaves  like  define  and  tdefine  is
		     ignored,  otherwise tdefine behaves like define and ndefine is ignored.  The
		     default value is 0 (This is typically changed to 1 by the eqnrc file for the
		     ascii, latin1, utf8, and cp1047 devices.)

	      A  more precise description of the role of many of these parameters can be found in
	      Appendix H of The TeXbook.

       Macros can take arguments.  In a macro body, $n where n is between 1 and 9, is replaced by
       the  n-th  argument if the macro is called with arguments; if there are fewer than n argu-
       ments, it is replaced by nothing.  A word containing a left parenthesis where the part  of
       the  word  before the left parenthesis has been defined using the define command is recog-
       nized as a macro call with arguments; characters following the left parenthesis	up  to	a
       matching  right parenthesis are treated as comma-separated arguments; commas inside nested
       parentheses do not terminate an argument.

       sdefine name X anything X
	      This is like the define command, but name is not recognized if  called  with  argu-

       include "file"
       copy "file"
	      Include the contents of file (include and copy are synonyms).  Lines of file begin-
	      ning with .EQ or .EN are ignored.

       ifdef name X anything X
	      If name has been defined by define (or has been automatically defined because  name
	      is  the  output  device) process anything; otherwise ignore anything.  X can be any
	      character not appearing in anything.

       undef name
	      Remove definition of name, making it undefined.

       Besides the macros mentioned above, the following definitions are available: Alpha,  Beta,
       ...,  Omega  (this  is the same as ALPHA, BETA, ..., OMEGA), ldots (three dots on the base
       line), and dollar.

       eqn normally uses at least two fonts to set an equation: an italic font for letters, and a
       roman  font for everything else.  The existing gfont command changes the font that is used
       as the italic font.  By default this is I.  The font that is used as the roman font can be
       changed using the new grfont command.

       grfont f
	      Set the roman font to f.

       The  italic  primitive uses the current italic font set by gfont; the roman primitive uses
       the current roman font set by grfont.  There is also a new gbfont command,  which  changes
       the  font  used	by the bold primitive.	If you only use the roman, italic and bold primi-
       tives to changes fonts within an equation, you can change all the fonts used by your equa-
       tions just by using gfont, grfont and gbfont commands.

       You  can control which characters are treated as letters (and therefore set in italics) by
       using the chartype command described above.  A type of letter causes a character to be set
       in italic type.	A type of digit causes a character to be set in roman type.

       /usr/share/groff/1.22.2/tmac/eqnrc  Initialization file.

       MathML  is  designed on the assumption that it cannot know the exact physical characteris-
       tics of the media and devices on which it will be rendered.  It does not support fine con-
       trol of motions and sizes to the same degree troff does.  Thus:

       *      eqn parameters have no effect on the generated MathML.

       *      The  special, up, down, fwd, and back operations cannot be implemented, and yield a
	      MathML `<merror>' message instead.

       *      The vcenter keyword is silently ignored, as centering  on  the  math  axis  is  the
	      MathML default.

       *      Characters  that	eqn over troff sets extra large - notably the integral sign - may
	      appear too small and need to have their `<mstyle>' wrappers adjusted by hand.

       As in its troff mode, eqn in MathML mode leaves the .EQ and .EN delimiters  in  place  for
       displayed  equations, but emits no explicit delimiters around inline equations.	They can,
       however, be recognized as strings that begin with `<math>' and end with `</math>'  and  do
       not cross line boundaries.

       See the BUGS section for translation limits specific to eqn.

       Inline  equations  are set at the point size that is current at the beginning of the input

       In MathML mode, the mark and lineup features don't  work.   These  could,  in  theory,  be
       implemented with `<maligngroup>' elements.

       In MathML mode, each digit of a numeric literal gets a separate `<mn></mn>' pair, and dec-
       imal points are tagged with `<mo></mo>'.  This is allowed by the specification, but  inef-

       groff(1), troff(1), pic(1), groff_font(5), The TeXbook

Groff Version 1.22.2			 7 February 2013				   EQN(1)

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