We prove that sequentially Cohen-Macaulay rings in positive characteristic,
as well as sequentially Cohen-Macaulay Stanley-Reisner rings in any characteristic, have
trivial Lyubeznik table. Some other con gurations of Lyubeznik tables are also provided
depending on the de ciency modules of the ring.
We prove that sequentially Cohen-Macaulay rings in positive characteristic,
as well as sequentially Cohen-Macaulay Stanley-Reisner rings in any characteristic, have
trivial Lyubeznik table. Some othe...
We prove that sequentially Cohen-Macaulay rings in positive characteristic,
as well as sequentially Cohen-Macaulay Stanley-Reisner rings in any characteristic, have
trivial Lyubeznik table. Some other con gurations of Lyubeznik tables are also provided
depending on the de ciency modules of the ring.
We prove that sequentially Cohen-Macaulay rings in positive characteristic,
as well as sequentially Cohen-Macaulay Stanley-Reisner rings in any characteristic, have
trivial Lyubeznik table. Some other configurations of Lyubeznik tables are also provided
depending on the deficiency modules of the ring.
Citació
Alvarez, J. "Lyubeznik table of sequentially Cohen-Macaulay rings". 2013.
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