Syntomic Complexes over O_K
This series collects notes on computations of the cohomology of syntomic complexes over the ring of integers O_K. The notes treat the same basic problem from different points of view.
Notes in This Series
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Topological Cyclic Homology of Rings of Integers in p-adic Fields via Syntomic Cohomology
Wei Yang ·
A motivic-filtration calculation of the mod-p topological cyclic homology of rings of integers in p-adic fields, using BMS syntomic complexes.
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A q-Operator Model for Cyclotomic Syntomic Tate Twists
Wei Yang ·
An explicit q-operator model and direct cohomology computation for cyclotomic syntomic Tate twists over Z_p[zeta_p].
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Syntomic Tate Twists over p-adic Local Fields and the Cyclotomic Torsion Groups
Wei Yang ·
A computation of BMS syntomic complexes over the ring of integers of a p-adic local field in terms of completed units and cyclotomic torsion groups.