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Welcome to the homepage of the Research Group Computer Algebra and Number Theory

The main goal of computer algebra is the symbolic solution of mathematical problems on a computer. Therefore, on the one hand, new algorithms are theoretically developed and reviewed and on the other hand implemented into existing computer algebra systems, like Kant or Magma. For many years, a database for number fields has been provided via web-interface, which contains of more than 3 million number fields with "interesting" Galois groups. The developed algorithms and its calculated data are used to establish hypotheses for mathematical problems or to verify them experimentally. Several members of our work group are working on so called asymptotic problems, e.g. the distribution of fields with a given Galois group or the distribution of class groups in algebraic (of algebraic) number fields. In this case, using the computer for experiments has turned out to be very useful.

 

 

News of work group Computer Algebra and Number Theory

Head

Prof. Dr. Jürgen Klüners

Computer Algebra and Number Theory

Jürgen Klüners
Phone:
+49 5251 60-2646
Fax:
+49 5251 60-3516
Office:
D3.218
Web:

Secretariat

Inga Gill, B.A.

Computer Algebra and Number Theory

Inga  Gill
Phone:
+49 5251 60-2660
Fax:
+49 5251 60-3516
Office:
D3.318
Web:

Contacts

Mail Address:

Universität Paderborn
Fakultät EIM
Institut für Mathematik
Arbeitsgruppe Computeralgebra und Zahlentheorie
Warburger Str. 100
33098 Paderborn

Deutschland

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