H = depthZeroTable ()
This outputs the examples in Tables B,C,D of Roos' quadratic "isotopes" (see Main Theorem in "Homological properties of the homology algebra of the Koszul complex of a local ring: Examples and questions", Journal of Algebra 465 (2016) 399-436). The key is the alphanumeric name provided by Roos. While these have the same bigraded Poincar\'e series as their corresponding example in Tables 3-7, they have different homology algebra (called "HKR" in Roos). These all have depth zero. The coefficient field is QQ.
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The object roosIsotopes is a hash table.
The source of this document is in /build/reproducible-path/macaulay2-1.25.05+ds/M2/Macaulay2/packages/QuadraticIdealExamplesByRoos.m2:345:0.