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Published education catalogue

Computer algebra

Education information from the published source. The education record and its time-bound offerings are kept separate.

Education facts

Code: MM7025

The course deals with computer algebraic aspects of polynomial rings by means of the theory of Gröbner bases. The following topics and results are covered: ideals, Hilbert's basis theorem, affine varieties, Hilbert's nullstellensatz, monomial orderings, Gröbner bases, Buchberger's algorithm, elimination, quotient rings. The course also includes an introduction to a modern computer algebra system (CAS) with focus on how to use it to solve applied problems from graph theory, theoretical computer science, and optimization.

Entry requirements

Admission to the course requires knowledge equivalent to 1. Computer Science for Mathematicians, 7.5 ECTS (DA3018) and Mathematics III - Abstract algebra, 7.5 ECTS (MM5020) or 2. Algorithms and Complexity, 7.5 ECTS (DA3004) and Mathematics II - Algebra and combinatorics, 7.5 ECTS (MM5013).

Education offerings

Each offering has its own dates and conditions. Closed offerings are retained as history and do not mean that a new application is open.

  • Computer algebra

    Stockholm University

    Stockholm

    Start date:

    End date:

    Pace of study: 25 %

Source and updates

Skolverket Susa-navet

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Published: .

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Publication version: 8e217193-f5fa-4778-b085-a4521fd03e8d

Checksum: 1b0dc54c0fc8a359f83ba9dc8f9d468479ce432de4c03bce3b8b33dd67fe3f6c

Last changed according to the source: 2026-09-11T14:56:36