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authorAaron Dalton <aaron@FreeBSD.org>2006-05-15 06:11:36 +0000
committerAaron Dalton <aaron@FreeBSD.org>2006-05-15 06:11:36 +0000
commit27a90a04e50a303c61401fce5243c9add2476be8 (patch)
tree02d42518a69fb7f18a6789ddeaf9a137ec52dbd6 /math/p5-Math-Symbolic/pkg-descr
parenta6271c8428968fb4bc65f6d868a109b0b5b0d2b9 (diff)
downloadports-27a90a04e50a303c61401fce5243c9add2476be8.tar.gz
ports-27a90a04e50a303c61401fce5243c9add2476be8.zip
Adding port math/p5-Math-Symbolic, a library for dealing with symbolic math.
Approved by: tobez (implicit)
Notes
Notes: svn path=/head/; revision=162398
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+Math::Symbolic is intended to offer symbolic calculation capabilities to
+the Perl programmer without using external (and commercial) libraries
+and/or applications.
+
+Unless, however, some interested and knowledgable developers turn up to
+participate in the development, the library will be severely limited by my
+experience in the area. Symbolic calculations are an active field of
+research in CS.
+
+There are several ways to construct Math::Symbolic trees. There are no
+actual Math::Symbolic objects, but rather trees of objects of subclasses
+of Math::Symbolic. The most general but unfortunately also the least
+intuitive way of constructing trees is to use the constructors of the
+Math::Symbolic::Operator, Math::Symbolic::Variable, and
+Math::Symbolic::Constant classes to create (nested) objects of the
+corresponding types.
+
+Furthermore, you may use the overloaded interface to apply the standard
+Perl operators (and functions, see "OVERLOADED OPERATORS") to existing
+Math::Symbolic trees and standard Perl expressions.
+
+Possibly the most convenient way of constructing Math::Symbolic trees is
+using the builtin parser to generate trees from expressions such as '2 *
+x^5'. You may use the Math::Symbolic->parse_from_string() class method for
+this.
+
+Of course, you may combine the overloaded interface with the parser to
+generate trees with Perl code such as "$term * 5 * 'sin(omega*t+phi)'"
+which will create a tree of the existing tree $term times 5 times the sine
+of the vars omega times t plus phi.
+
+There are several modules in the distribution that contain subroutines
+related to calculus. These are not loaded by Math::Symbolic by default.
+Furthermore, there are several extensions to Math::Symbolic availlable
+from CPAN as separate distributions. Please refer to "SEE ALSO" for an
+incomplete list of these.
+
+For example, Math::Symbolic::MiscCalculus come with Math::Symbolic and
+contains routines to compute Taylor Polynomials and the associated errors.
+
+Routines related to vector calculus such as grad, div, rot, and Jacobi-
+and Hesse matrices are availlable through the
+Math::Symbolic::VectorCalculus module. This module is also able to compute
+Taylor Polynomials of functions of two variables, directional derivatives,
+total differentials, and Wronskian Determinants.
+
+Some basic support for linear algebra can be found in
+Math::Symbolic::MiscAlgebra. This includes a routine to compute the
+determinant of a matrix of Math::Symbolic trees.
+
+WWW: http://search.cpan.org/dist/Math-Symbolic
+Author: Steffen Müller <symbolic-module@steffen-mueller.net>