AbstractAn example is given to show the relationship between characteristic-free resolutions and Lascoux resolutions of Weyl modules. We also give an indication of use of letter-place methods for the calculation of intertwining numbers
Numerical invariants of a minimal free resolution of a module M over a regular local ring (R,n) can ...
In the present paper we study algorithms based on the theory of Gröbner bases for computing free re...
summary:A fairly old problem in modular representation theory is to determine the vanishing behavior...
AbstractAn example is given to show the relationship between characteristic-free resolutions and Las...
In this papernbsp we study the relation between the resolution of weyl module nbspin characteristic-...
AbstractWe construct explicit resolutions of Weyl modules by divided powers and of co-Specht modules...
We introduce the novel concept of a resolving decomposition of a polynomial module as a combinatoria...
This book introduces a theory of higher matrix factorizations for regular sequences and uses it to d...
Abstract: The relationships between the generators of an ideal encapsulate a great deal of informati...
In Chapter 1, projective resolutions of modules over a ring R are constructed starting from appropri...
What are the subcomplexes of a free resolution? This question is simple to state, but the naive appr...
Multi-graded betti numbers, one of the only invariant we have to study multi-modules, are highly not...
For computing free resolutions over a polynomial ring the usual approach consists in iterating the B...
In this paper, the complex of Lascoux in the case of partition (6,6,3) has been studied by using dia...
We describe the combinatorial relationship between deferent completeness theorems in certain Buchsba...
Numerical invariants of a minimal free resolution of a module M over a regular local ring (R,n) can ...
In the present paper we study algorithms based on the theory of Gröbner bases for computing free re...
summary:A fairly old problem in modular representation theory is to determine the vanishing behavior...
AbstractAn example is given to show the relationship between characteristic-free resolutions and Las...
In this papernbsp we study the relation between the resolution of weyl module nbspin characteristic-...
AbstractWe construct explicit resolutions of Weyl modules by divided powers and of co-Specht modules...
We introduce the novel concept of a resolving decomposition of a polynomial module as a combinatoria...
This book introduces a theory of higher matrix factorizations for regular sequences and uses it to d...
Abstract: The relationships between the generators of an ideal encapsulate a great deal of informati...
In Chapter 1, projective resolutions of modules over a ring R are constructed starting from appropri...
What are the subcomplexes of a free resolution? This question is simple to state, but the naive appr...
Multi-graded betti numbers, one of the only invariant we have to study multi-modules, are highly not...
For computing free resolutions over a polynomial ring the usual approach consists in iterating the B...
In this paper, the complex of Lascoux in the case of partition (6,6,3) has been studied by using dia...
We describe the combinatorial relationship between deferent completeness theorems in certain Buchsba...
Numerical invariants of a minimal free resolution of a module M over a regular local ring (R,n) can ...
In the present paper we study algorithms based on the theory of Gröbner bases for computing free re...
summary:A fairly old problem in modular representation theory is to determine the vanishing behavior...
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