Re: [Math] Proposal for a set of interoperable interfaces for mathematical structures

2012-01-29 Thread Heinz Kredel
Am Mittwoch 25 Januar 2012, 19:13:25 schrieb Axel: > To extend JAS with the commons-math methods the easiest way is to extend > the > edu.jas.structure.AbelianGroupElem like this: > > public interface AbelianGroupElem> > extends Element, FieldElement > > and add the methods: > add() and

Re: [Math] Proposal for a set of interoperable interfaces for mathematical structures

2012-01-25 Thread Axel
To extend JAS with the commons-math methods the easiest way is to extend the edu.jas.structure.AbelianGroupElem like this: public interface AbelianGroupElem> extends Element, FieldElement and add the methods: add() and getField() in all derived classes. But there's already an add() meth

Re: [Math] Proposal for a set of interoperable interfaces for mathematical structures

2012-01-22 Thread Axel
On Sat, Jan 21, 2012 at 2:10 PM, Luc Maisonobe wrote: > Le 21/01/2012 13:01, Heinz Kredel a écrit : > > Hi, > > > ... > Could you send us a link to the API rather than links to jars ? > > JAS Javadoc API http://krum.rz.uni-mannheim.de/jas/doc/api/index.html The edu.jas.structure package contains

Re: [Math] Proposal for a set of interoperable interfaces for mathematical structures

2012-01-21 Thread Heinz Kredel
Am Samstag 21 Januar 2012, 14:10:56 schrieb Luc Maisonobe: > Le 21/01/2012 13:01, Heinz Kredel a écrit : > > Hi, > > > > I develop a computer algebra system in Java (JAS) at > > > >http://krum.rz.uni-mannheim.de/jas/ > > > > The system has only limited capabilities for linear algebra and its

Re: [Math] Proposal for a set of interoperable interfaces for mathematical structures

2012-01-21 Thread Luc Maisonobe
Le 21/01/2012 13:01, Heinz Kredel a écrit : > Hi, > > I develop a computer algebra system in Java (JAS) at > >http://krum.rz.uni-mannheim.de/jas/ > > The system has only limited capabilities for linear algebra and its main > focus > is on general commutative and non commutative algebras.

[Math] Proposal for a set of interoperable interfaces for mathematical structures

2012-01-21 Thread Heinz Kredel
Hi, I develop a computer algebra system in Java (JAS) at http://krum.rz.uni-mannheim.de/jas/ The system has only limited capabilities for linear algebra and its main focus is on general commutative and non commutative algebras. So I would eventually like to use linear algebra algorithms fr