Reduced submodules of finite dimensional polynomial modules
T Abebaw, N Arega, TW Bihonegn… - arXiv preprint arXiv …, 2022 - arxiv.org
Let $ k $ be a field with characteristic zero, $ R $ be the ring $ k [x_1,\cdots, x_n] $ and $ I $
be a monomial ideal of $ R $. We study the Artinian local algebra $ R/I $ when considered …
be a monomial ideal of $ R $. We study the Artinian local algebra $ R/I $ when considered …
[PDF][PDF] Reduced submodules of finite dimensional polynomial modules
T Abebaw, N Arega, TW Bihonegn, D Bunnett… - researchgate.net
Let k be a field, R be the ring k [x, y] and I be a monomial ideal of R. Using combinatorics (in
particular Young diagrams), we characterize, and give a geometric interpretation of the …
particular Young diagrams), we characterize, and give a geometric interpretation of the …
Reduced submodules of finite dimensional polynomial modules
T Abebaw, N Arega, T Worku Bihonegn… - arXiv e …, 2022 - ui.adsabs.harvard.edu
Let $ k $ be a field with characteristic zero, $ R $ be the ring $ k [x_1,\cdots, x_n] $ and $ I $
be a monomial ideal of $ R $. We study the Artinian local algebra $ R/I $ when considered …
be a monomial ideal of $ R $. We study the Artinian local algebra $ R/I $ when considered …