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τ-Tilting Modules Over One-Point Extensions by a Projective Module
(Springer, 2018-08)
Let A be the one point extension of an algebra B by a projective B-module. We prove that the extension of a given support τ-tilting B-module is a support τ-tilting A-module; and, conversely, the restriction of a given ...
On Multigraded Generalizations of Kirillov-Reshetikhin Modules
(SpringerDordrechtHolanda, 2014)
Projective modules and Gröbner bases for skew PBW extensions
(Polish Academy of Sciences. Institute of Mathematics, 2017-01)
Many rings and algebras arising in quantum mechanics, algebraic analysis, and non-commutative algebraic geometry can be interpreted as skew PBW (Poincare- Birkhoff Witt) extensions. In the present paper we study two aspects ...
On projective modules over finite quantum groups
(Birkhauser Boston Inc, 2017-11)
Let (Formula presented.) be the Drinfeld double of the bosonization (Formula presented.)(V)(Formula presented.)G of a finite-dimensional Nichols algebra (Formula presented.)(V ) over a finite group G. It is known that the ...
TORP: The Open Robot Project A Framework for Module-Based Robots
(Springer, 2012-04-01)
The development of robots has shown itself as a very complex interdisciplinary research field. The predominant procedure for these developments in the last decades is based on the assumption that each robot is a fully ...
TORP: The Open Robot Project A Framework for Module-Based Robots
(Springer, 2012-04-01)
The development of robots has shown itself as a very complex interdisciplinary research field. The predominant procedure for these developments in the last decades is based on the assumption that each robot is a fully ...
Stable rank of down-up algebras
(Academic Press Inc Elsevier Science, 2019-05)
We investigate the behavior of finitely generated projective modules over a down-up algebra. Specifically, we show that every noetherian down-up algebra A(α,β,γ) has a non-free, stably free right ideal. Further, we compute ...