glenda.party
term% ls -F
term% cat index.txt
GRAPH(1)                    General Commands Manual                   GRAPH(1)

NAME
       graph - draw a graph

SYNOPSIS
       graph [ option ] ...

       spline [ option ] ...

DESCRIPTION
       Graph with no options takes pairs of numbers from the standard input as
       abscissas  (x-values)  and ordinates (y-values) of a graph.  Successive
       points are connected by straight lines.  The graph is  encoded  on  the
       standard output for display by the plot(1) filters.

       If  the  ordinate  of  a point is followed by a nonnumeric string, that
       string is printed as a label beginning on the  point.   Labels  may  be
       surrounded  with  quotes "...", in which case they may be empty or con‐
       tain blanks and numbers; labels never contain newlines.

       The following options are recognized, each as a separate argument.

       -a     Supply abscissas automatically; no x-values appear in the input.
              Spacing is given by the next argument (default 1).  A second op‐
              tional argument is the starting point  for  automatic  abscissas
              (default 0, or 1 with a log scale in x, or the lower limit given
              by -x).

       -b     Break (disconnect) the graph after each label in the input.

       -c     Character  string  given  by  next argument is default label for
              each point.

       -g     Next argument is grid style, 0 no grid, 1 frame  with  ticks,  2
              full grid (default).

       -l     Next  argument  is a legend to title the graph.  Grid ranges are
              automatically printed as part of the title unless a -s option is
              present.

       -m     Next argument is mode (style) of  connecting  lines:  0  discon‐
              nected,  1  connected.   Some  devices give distinguishable line
              styles for other small integers.  Mode -1 (default) begins  with
              style  1  amd  rotates styles for successive curves under option
              -o.

       -o     (Overlay.)  The ordinates for n superposed curves appear in  the
              input with each abscissa value.  The next argument is n.

       -s     Save screen; no new page for this graph.

       -x [ l ]
              If l is present, x axis is logarithmic.  Next 1 (or 2) arguments
              are  lower (and upper) x limits.  Third argument, if present, is
              grid spacing on x axis.  Normally these  quantities  are  deter‐
              mined automatically.

       -y [ l ]
              Similarly for y.

       -e     Make automatically determined x and y scales equal.

       -h     Next argument is fraction of space for height.

       -w     Similarly for width.

       -r     Next  argument  is  fraction of space to move right before plot‐
              ting.

       -u     Similarly to move up before plotting.

       -t     Transpose horizontal and vertical axes.  (Option -a now  applies
              to the vertical axis.)

       If  a  specified  lower  limit exceeds the upper limit, the axis is re‐
       versed.

       Spline is a filter that interpolates extra data in input  suitable  for
       graph to make smoother-looking curves.

       The following options are recognized, each as a separate argument.

       -a     as in graph

       -x     as in graph

       -k     The constant k used in the boundary value computation

                      (2nd deriv. at end) = k*(2nd deriv. next to end)

              is set by the next argument.  (Default k = 0.)

       -n     Space  output points so that approximately n intervals occur be‐
              tween the lower and upper x limits.  (Default n = 100.)

       -p     Make output periodic, i.e. match derivatives at ends.  First and
              last input values should normally agree.

DIAGNOSTICS
       When data is not strictly monotone in x, spline simply  reproduces  its
       input.

SEE ALSO
       plot(1), grap(1)

BUGS
       In graph segments that run out of bounds are dropped, not windowed.
       Logarithmic axes may not be reversed.
       Option  -e actually makes automatic limits, rather than automatic scal‐
       ing, equal.
       Spline quietly discards points after the first 1000.
       Spline's piecewise cubic fit (R. W. Hamming, Numerical Methods for Sci‐
       entists and Engineers, 2nd ed., p. 349) overshoots at sudden jumps.

                                                                      GRAPH(1)