Krasner Hv-homology Functors
Abstract
We develop a structural theory for Krasner $H_v$-modules over a
Krasner $H_v$-ring $R$ and introduce the derived functors
$Txt^R_n$ and $txt^R_n$, and formulate a number of interesting
properties. The conditions we obtained allows us to apply results
to sheaves and complexes.
Krasner $H_v$-ring $R$ and introduce the derived functors
$Txt^R_n$ and $txt^R_n$, and formulate a number of interesting
properties. The conditions we obtained allows us to apply results
to sheaves and complexes.
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