| 135 | -- | 147 | David Bayer, Michael Stillman. On the Complexity of Computing Syzygies |
| 149 | -- | 167 | Patrizia M. Gianni, Barry M. Trager, Gail Zacharias. Gröbner Bases and Primary Decomposition of Polynomial Ideals |
| 169 | -- | 181 | Ruth Shtokhamer. Lifting Canonical Algorithms from a Ring R to the Ring R[x] |
| 183 | -- | 208 | Teo Mora, Lorenzo Robbiano. The Gröbner Fan of an Ideal |
| 209 | -- | 217 | David Bayer, Ian Morrison. Standard Bases and Geometric Invariant Theory I. Initial Ideals and State Polytopes |
| 219 | -- | 230 | Giuseppa Carrà Ferro. Gröbner Bases and Hilbert Schemes. I |
| 231 | -- | 247 | Heinz Kredel, Volker Weispfenning. Computing Dimension and Independent Sets for Polynomial Ideals |
| 249 | -- | 265 | Marc Giusti. Combinatorial Dimension Theory of Algebraic Varieties |
| 267 | -- | 273 | David Shannon, Moss Sweedler. Using Gröbner Bases to Determine Algebra Membership Split Surjective Algebra Homomorphisms Determine Birational Equivalence |
| 275 | -- | 286 | Rüdiger Gebauer, H. Michael Möller. On an Installation of Buchberger s Algorithm |
| 287 | -- | 304 | Franz Winkler. A p-Adic Approach to the Computation of Gröbner Bases |
| 305 | -- | 322 | Alfonso Miola, Teo Mora. Constructive Lifting in Graded Structures: A Unified View of Buchberger and Hensel Methods |
| 323 | -- | 343 | Michela Brundu, Fabio Rossi. On the Computation of Generalized Standard Bases |
| 345 | -- | 359 | H. Michael Möller. On the Construction of Gröbner Bases Using Syzygies |
| 361 | -- | 370 | Joachim Apel, W. Lassner. An Extension of Buchberger s Algorithm and Calculations in Enveloping Fields of Lie Algebras |
| 371 | -- | 388 | Tatiana Gateva-Ivanova, Victor Latyshev. On Recognisable Properties of Associative Algebras |