Add to ORKGIn this paper we collect some results on Hilbert series and a-invariant of two classes of rings defined by ideals of Pfaffians. If R is a standard graded algebra over a field K, the Hilbert series of R is the rational series HR(z)
We consider modules M over Lie algebroids gA which are of finite type over a local noetherian ring A...
We consider modules M over Lie algebroids gA which are of finite type over a local noetherian ring A...
In this thesis, we study invariants of graded modules over polynomial rings. In particular, we find...
AbstractLet R be an associative (but not necessarily commutative) graded algebra over a field K. Thu...
AbstractIn this article we mainly consider the positively Z-graded polynomial ring R=F[X,Y] over an ...
Dedicated to Professor Shreeram Abhyankar on his seventieth birthday Abstract. We give three determi...
The Hilbert series of a graded algebra is an invariant that encodes the dimension of the algebra's g...
Ideals in polynomial rings in countably many variables that are invariant under a suitable action of...
The Hilbert series of a graded algebra is an invariant that encodes the dimension of the algebra's g...
The Hilbert series of a graded algebra is an invariant that encodes the dimension of the algebra's g...
There is a longstanding conjecture by Fröberg about the Hilbert series of the ring R∕I, where R is a...
There is a longstanding conjecture by Fröberg about the Hilbert series of the ring R∕I, where R is a...
We compute initial algebras of standard Pfaffian rings via suitable embeddings. This yields simple p...
AbstractIn a paper on F-rationality [J. Algebra 176 (1995) 824–860] Donna Glassbrenner showed that o...
We consider modules M over Lie algebroids gA which are of finite type over a local noetherian ring A...
We consider modules M over Lie algebroids gA which are of finite type over a local noetherian ring A...
We consider modules M over Lie algebroids gA which are of finite type over a local noetherian ring A...
In this thesis, we study invariants of graded modules over polynomial rings. In particular, we find...
AbstractLet R be an associative (but not necessarily commutative) graded algebra over a field K. Thu...
AbstractIn this article we mainly consider the positively Z-graded polynomial ring R=F[X,Y] over an ...
Dedicated to Professor Shreeram Abhyankar on his seventieth birthday Abstract. We give three determi...
The Hilbert series of a graded algebra is an invariant that encodes the dimension of the algebra's g...
Ideals in polynomial rings in countably many variables that are invariant under a suitable action of...
The Hilbert series of a graded algebra is an invariant that encodes the dimension of the algebra's g...
The Hilbert series of a graded algebra is an invariant that encodes the dimension of the algebra's g...
There is a longstanding conjecture by Fröberg about the Hilbert series of the ring R∕I, where R is a...
There is a longstanding conjecture by Fröberg about the Hilbert series of the ring R∕I, where R is a...
We compute initial algebras of standard Pfaffian rings via suitable embeddings. This yields simple p...
AbstractIn a paper on F-rationality [J. Algebra 176 (1995) 824–860] Donna Glassbrenner showed that o...
We consider modules M over Lie algebroids gA which are of finite type over a local noetherian ring A...
We consider modules M over Lie algebroids gA which are of finite type over a local noetherian ring A...
We consider modules M over Lie algebroids gA which are of finite type over a local noetherian ring A...
In this thesis, we study invariants of graded modules over polynomial rings. In particular, we find...