Freeness theorems for operads via Gröbner bases

Mathematics – Rings and Algebras

Scientific paper

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15 pages, no figures, corrected typos and changed in parts the structure of the paper

Scientific paper

We show how to use Groebner bases for operads to prove various freeness
theorems: freeness of certain operads as nonsymmetric operads, freeness of an
operad Q as a P-module for an inclusion P into Q, freeness of a suboperad. This
gives new proofs of many known results of this type and helps to prove some new
results.

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