Changeset c18197 in git for Singular/LIB/alexpoly.lib


Ignore:
Timestamp:
Apr 22, 2005, 5:14:40 PM (19 years ago)
Author:
Hans Schönemann <hannes@…>
Branches:
(u'spielwiese', 'ec94ef7a30b928574c0c3daf41f6804dff5f6b69')
Children:
492b694ff4ece8ce29a8d09b598f9c12148165cf
Parents:
4cbc5ceffa0f85447976860db8ddca026a1c1926
Message:
*hannes: keywords, example fixed


git-svn-id: file:///usr/local/Singular/svn/trunk@7871 2c84dea3-7e68-4137-9b89-c4e89433aadc
File:
1 edited

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  • Singular/LIB/alexpoly.lib

    r4cbc5c rc18197  
    2727KEYWORDS: Hamburger-Noether expansion; Puiseux expansion; curve singularities;
    2828          topological invariants; Alexander polynomial; resolution graph;
    29           total multiplicities; equsingular Tjurina number
     29          total multiplicities; equisingular Tjurina number
    3030";
    3131
     
    12511251RETURN:      intmat, the matrix intersection multiplicities of the branches
    12521252SEE ALSO:    invariants, resolutiongraph, totalmultiplicities, semigroup
    1253 KEYWORDS:    contact matrix, characteristic exponents, intersection multiplicity, topological invariants
     1253KEYWORDS:    contact matrix; characteristic exponents; intersection multiplicity; topological invariants
    12541254EXAMPLE:     example charexp2inter;   shows an example"
    12551255{
     
    13211321NOTE:        If the curve singularity is smooth, the conductor is zero.
    13221322SEE ALSO:    invariants, resolutiongraph, totalmultiplicities, semigroup
    1323 KEYWORDS:    conductor, characteristic exponents; multiplicity sequence; topological invariants
     1323KEYWORDS:    conductor; characteristic exponents; multiplicity sequence; topological invariants
    13241324EXAMPLE:     example charexp2conductor;   shows an example"
    13251325{
     
    15881588"USAGE:      euclidseq(a,b),  a,b integers
    15891589RETURN:      intvec,  the divisors in the euclidean alogrithm with multiplicities
    1590 KEYWORDS:    Euclidean algorithm, multiplicity sequence
     1590KEYWORDS:    Euclidean algorithm; multiplicity sequence
    15911591NOTE :       This procedure is for internal use only; it is called by charexp2multseq.
    15921592"
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