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DERIVATIONS(7) - Linux man page online | Overview, conventions, and miscellany

Book: Derivations of Applied Mathematics.

Chapter
10 March 2010
DERIVATIONS(7) Derivations of Applied Mathematics DERIVATIONS(7)

NAME

derivations - book: Derivations of Applied Mathematics

DESCRIPTION

Understandably, program sources rarely derive the mathematical formulas they use. Not wishing to take the formulas on faith, a user might nevertheless reasonably wish to see such formulas somewhere derived. Derivations of Applied Mathematics is a book which documents and derives many of the math‐ ematical formulas and methods implemented in free software or used in science and engi‐ neering generally. It documents and derives the Taylor series (used to calculate trigono‐ metrics), the Newton-Raphson method (used to calculate square roots), the Pythagorean the‐ orem (used to calculate distances) and many others.

READING THE BOOK

Among other ways, you can read the book on your computer screen by opening the file /usr/share/doc/derivations/derivations.ps.gz with the gv(1) program under X(7). To print the book on a standard postscript printer, just zcat(1) then lpr(1) the same file.

FILES

/usr/share/doc/derivations/derivations.ps.gz the book in postscript format /usr/share/doc/derivations/derivations.pdf.gz the book in PDF

BUGS

The book is a work in progress.

AUTHOR

The book and this manpage are written by Thaddeus H. Black, who also maintains the Debian package derivations in which they are distributed. Users who need to contact the author in his role as Debian package maintainer can reach him at <@debian.org>. However, most e-mail will naturally be about the book itself: this should be sent to <thb@deriva‐ tions.org>.

COPYLEFT

Copyright (C) 1983-2010 Thaddeus H. Black. The book, this manpage and the entire derivations distribution are free software. You can redistribute them and/or modify them under the terms of the GNU General Public License, version 2.

SEE ALSO

gv(1) [gv], zcat(1) [gzip], psselect(1) [psutils], lpr(1) [lpr], octave(1) [octave]
Thaddeus H. Black 10 March 2010 DERIVATIONS(7)
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