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2001-02-17Update to new COMMENT style: COMMENT var in Makefile instead of pkg/COMMENT.wiz2-2/+2
2001-02-06Unify format of MESSAGEs, and include RCS Ids.wiz1-1/+4
2000-12-05update to 1.0.43, another one without changing the distfile name.drochner4-11/+13
changelog 1.0.41-1.0.43: Added the YacasNotebook directory with the emacs shell to the repository. We have support for BeOS! Thanks to Eugenia Loli. Serious bugfix: the ^ operator wasn't working like it should. It was mapped to BitXor, and its precedence was wrong. Allowed CForm to accept if (predicate) body; and if (predicate) body else other; These routines need to be written still, however, for them to also work in Yacas itself. cleaned up some code. Speedup of 40% of general Yacas execution. Some improvements to the logic theorem prover so it can handle (a>b)-type epressions. added support for annotating expressions, with GetExtraInfo and SetExtraInfo. Initial checkin into sourceforge CVS. Thanks to Vladimir Livshits! Fixed some windows compilation problems. ElfDll being explicitly mentioned in mathcommands3.cc, and explicitly including elfdll.h. added initial versions for the c-like &, | % and ^ operators, and if (...) ... else ... . This will probably make it possible in the future to write code that is a lot more readable than If(..., ..., ...). The else clause binds to the last if, just like in c. So this means you can now enter expressions like: if(3 < 3) a else if (3 > 3) b else c;
2000-11-11update to yacas-1.0.41dmcmahill11-138/+54
there are about 8 pages of changes since the last packaged version (1.0.29). A complete list may be found at http://www.xs4all.nl/~apinkus/infoindex.html the changes include a large number of bug fixes, several new features such as - Implemented ContFrac, which makes a continued fraction expansion of a number. - Implemented Decimal. Decimal calculates an infinite decimal representation of a number. - Implemented LagrangeInterpolant, a way to create a polynomial that goes through certain points. - Implemented Select, which can select certain elements from a list based on a predicate test function. - Half-integer factorials (sent in by Serge Winitzki) - Added GetPrimeFactors. - Implemented RandomIntegerVector, RandomPoly. plus several others.
2000-03-23Make this "highly portable program" compile on Solaris.agc7-11/+87
2000-02-29Update to yacas-1.2.29. Changes to the program are:dmcmahill3-5/+7
* added a directory colorcode with code to htmlize the scripts. it also color-highlights the code. Try it out by typing './colorcode' in that directory, and then 'netscape scriptsmain.html' * Pattern matching code optimized a little. * SylvesterMatrix, code supplied by James Gilbertson. * MatrixRow, MatrixColumn, and GenMatrix supplied by James Gilbertson. * changed Intersection and Difference, so they handle lists with multiple identical elements correctly. * Fixed the D(x)x+y bug reported by Fred Bacon. * Fixed the Gcd(x,x) bug reported by Scott. * added Factorize({list}). Factorize(1 .. 4) should now return the same as 4! for instance. * Added Content and PrimitivePart to the univariate polynomial code. See the manual for an explanation of these functions.
2000-02-20Initial import of yacas-1.0.28dmcmahill11-0/+229
Yacas (Yet Another Computer Algebra System) is a small and highly flexible computer algebra language. The syntax uses a infix-operator grammar parser. The distribution contains a small library of mathematical functions, but its real strength is in the language in which you can easily write your own symbolic manipulation algorithms. It supports arbitrary precision arithmetic. The current version is 1.0.28 (the first release was 1.0.0). The language is very much in a finished state. Any code written for it should be usable in future versions. Also, the language should prove very easy to learn. Yacas is written in very clean c++ code, and is very portable . It can compile stand-alone, and is easily embeddable. Yacas contains a native arbitrary precision arithmetic module, but can also be used with GMP. Things implemented include: arbitrary precision, rational numeric, vector, complex, and matrix computations (including inverses and determinants and solving matrix equations), derivatives, solving, Taylor series, numerical solving (Newtons method), and a lot more non-mathematical algorithms. The language natively supports variables and user-defined functions. There is basic support for polynomials.