Man page - gbfun(1)
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apt-get install gbutils
Manual
GBFUN
NAMESYNOPSIS
DESCRIPTION
OPTIONS
EXAMPLES
AUTHOR
REPORTING BUGS
COPYRIGHT
NAME
gbfun - Apply functions to table of data
SYNOPSIS
gbfun [ options ] <function definition> ...
DESCRIPTION
Compute specified functions on data read from standard input. The default is to perform the computation column-wise, on each row of data separately. Variable βxiβ stands for the i-th column while βx0β stands for the row number, e.g. a function f(x1,x2) operates on the first and secod column. With the option -t the function is computed, in turn, on every column. In this case f(x1,x2) stands for a function of the column itself and of the following column (the index being a lead operator). In these cases βxβ is equivalent to βx1β. With -r or -R the function is recursevely computed "columwise" on each row. In this case the variable βxβ identifies the result of the previous evaluation. A lag operator can be specified with the letter l, like in βx1l2β, which means the first column two steps before. More functions can be specified and will be considered in turn.
OPTIONS
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-T |
compute the function row-wise, on each column separately. |
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-t |
compute on each column |
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-r |
set initial value and compute recursively |
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-R |
set initial value, compute recursively and print intermediary results |
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-v |
verbose mode |
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-F |
specify the input fields separators (default " \t") |
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-o |
set the output format (default β%12.6eβ) |
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-s |
set the output separation string (default β β) |
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-h |
this help |
EXAMPLES
gbfun βx0+log(x2)β < file
print the log of the second column of βfileβ adding the progressive number of the row
gbfun -T βx0+log(x2)β < file
print the log of the second row of βfileβ adding the progressive number of the column
gbfun -r 0 βx+sqrt(x1)β < file
print the sum of the square root of the elements of the first column of βfileβ
AUTHOR
Written by Giulio Bottazzi
REPORTING BUGS
Report bugs to <gbutils@googlegroups.com>
Package home page <http://cafim.sssup.it/Λgiulio/software/gbutils/index.html>
COPYRIGHT
Copyright Β© 2001-2018 Giulio Bottazzi This program is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License (version 2) as published by the Free Software Foundation;
This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details.