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Séminaire Lotharingien de Combinatoire, B34e (1995), 15pp.

# L. Cerlienco, M. Mureddu and F. Piras

# Combinatorial-Algebraic Techniques
in Gröbner Bases Theory

**Abstract.**
In this article both (i) general conditions under which a system
of evaluated differential forms generates a subspace *H* which
determines a non-trivial ideal *I* as the maximal ideal contained
in the kernel of all the forms in *H* and (ii) a handy canonical
matrix representation of term orderings are given.

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