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The three chief ways of defining algebras in Magma are in terms of a
finite presentation, in terms of structure constants, or as a matrix
(linear) algebra.
- Finitely presented associative algebras
- General finite dimensional algebras (defined by structure constants)
- Finite dimensional associative algebras (defined by structure constants)
- Quaternion algebras
- Group algebras
- Matrix algebras
- Finite dimensional Lie algebras (defined by structure constants)
Next: Finitely Presented Associative Algebras
Up: V2.9 Features
Previous: Binary Quadratic Forms