[PDF] Computational Algebraic Geometry Semantic Scholar
Preface 1 Basics of commutative algebra 2 Projective space and graded objects 3 Free resolutions and regular sequences 4 Groebner bases 5 Combinatorics and topology 6 Functors localization hom and tensor 7 Geometry of points 8 Homological algebra derived functors 9 Curves sheaves and cohomology 10 Projective dimension A Abstract algebra primer B Complex analysis primer