Changeset 4a499b in git for doc/NEWS.texi
- Timestamp:
- May 24, 2005, 10:02:57 AM (18 years ago)
- Branches:
- (u'spielwiese', '0d6b7fcd9813a1ca1ed4220cfa2b104b97a0a003')
- Children:
- 11853a686ac3b02328b4f0e828c18b02bc65c2c4
- Parents:
- 77089007e9333d9404bf8941a9a71f7284413db6
- File:
-
- 1 edited
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doc/NEWS.texi
r7708900 r4a499b 1 1 @comment -*-texinfo-*- 2 @comment $Id: NEWS.texi,v 1. 49 2005-05-23 15:35:37 levandovExp $2 @comment $Id: NEWS.texi,v 1.50 2005-05-24 08:02:57 Singular Exp $ 3 3 @comment this file contains the News about Singular versions 4 4 @comment Unix … … 21 21 @end ifset 22 22 23 The current version @value{VERSION} is a pre-release tothe new23 The current version @value{VERSION} is the first in the new 24 24 release series version 3-0. 25 25 … … 47 47 ports to more architectures including automatic building from source (fink on Mac, ebuild on Gentoo) 48 48 @item 49 more help browser supported, user extendable (help.cnf) 49 more help browsers supported, user extendable (help.cnf) 50 @item 51 better support of graded modules 50 52 @item 51 53 many bugs fixed … … 53 55 Besides theses internal changes, Singular version 3 offers many new 54 56 features and functionalities (which were partly already incorporated in 55 the 2- 0series).57 the 2-1 pre-release series). 56 58 57 59 @heading Factorizing algorithms revisited 58 60 Starting with version 2-0-4, we use NTL (of Victor Shoup) for factoring 59 univariate polynomials. The multivariate factori ngcode in libfac/factory60 does now also workover algebraic extension fields.61 univariate polynomials. The multivariate factorization code in libfac/factory 62 now also works over algebraic extension fields. 61 63 62 64 @heading New @sc{Singular} libraries 63 65 64 Reorganisation of libraries into "Categories".65 66 @table @asis 66 67 @item @nref{control_lib} … … 72 73 @item @nref{gmspoly_lib}, @nref{gmssing_lib} 73 74 procedures for the Gauss-Manin connection of a singularity 74 @item @nref{resol_lib} 75 resolution of singularities 75 @item @nref{resol_lib}, @nref{zeta_lib} 76 resolution of singularities and applications 76 77 @item @nref{rootsmr_lib} 77 78 counting the number of real roots … … 103 104 variant of the F4 algorithm to compute Groebner bases 104 105 @item @nref{exportto} 106 transfer an identifier to the specified package 105 107 @item @nref{importfrom} 106 108 generate a copy of an identifier from the specified package in the current package 107 109 @item @nref{frwalk} 108 110 fractal walk to change monomial orderings … … 150 152 @item new mapping code 151 153 @c @item non-commutative extension (Plural) 152 @item factory revis ited154 @item factory revised 153 155 (gcd, factorizing polynomial over algebraic extension fields,...) 154 156 @end table
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