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1201 - 1210 / 2000
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1201.
Skew Laurent series ring over a Dedekind domain
Daniel Vitas, 2026, original scientific article

Abstract: We show that the formal skew Laurent series ring $R = D(( x; \sigma ))$ over a commutative Dedekind domain ▫$D$▫ with an automorphism $\sigma$ is a noncommutative Dedekind domain. If $\sigma$ acts trivially on the ideal class group of $D$, then $K_0(R)$, the Grothendieck group of $R$, is isomorphic to $K_0(D)$. Furthermore, we determine the Krull dimension, the global dimension, the general linear rank, and the stable rank of $R$.
Keywords: skew Laurent series rings, noncommutative Dedekind domains, ideal class groups
Published in DiRROS: 02.09.2025; Views: 338; Downloads: 161
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Identification of the damage types for reinforced concrete using CNN models
Yue Shi, RunYu Wang, Xue Bai, 2025, original scientific article

Keywords: convolutional neural network, reinforced concrete, damage detection, image recognition, structural health monitoring, deep learning
Published in DiRROS: 01.09.2025; Views: 420; Downloads: 186
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1207.
Polyethylene terephthalate glycolysis : kinetic modeling and validation
Maja Gabrič, Žan Lavrič, Martin Schwiderski, Laureline Marc, Erik Temmel, Miha Grilc, Blaž Likozar, 2025, original scientific article

Published in DiRROS: 01.09.2025; Views: 425; Downloads: 187
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