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A. Examples
A.1 Programming | | procedures and libraries, formatting output, etc. |
A.2 Computing Groebner and Standard Bases | | GB conversion, slim GB |
A.3 Commutative Algebra | | saturation, elimination, free resolution, factorization, primary decomposition, normalization, etc. |
A.4 Singularity Theory | | singular and critical points, invariants of hypersurface singularities, classification, resolution of singularities, etc. |
A.5 Invariant Theory | | G_a-invariants, invariants of finite groups |
A.6 Geometric Invariant Theory | | |
A.7 Non-commutative Algebra | | Groebner bases and applications in G-algebras |
A.8 Applications | | Solving systems of polynomial equations, AG codes |
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