[PDF][PDF] Regularity of ideals and their powers
M Chardin - webusers.imj-prg.fr
If R is a polynomial ring over a field k, M is a finitely generated graded R-module (for the
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …
[PDF][PDF] Regularity of ideals and their powers
M Chardin - webusers.imj-prg.fr
If R is a polynomial ring over a field k, M is a finitely generated graded R-module (for the
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …
[PDF][PDF] Regularity of ideals and their powers
M Chardin - biblio.af.institut.math.upmc.fr
If R is a polynomial ring over a field k, M is a finitely generated graded R-module (for the
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …
[PDF][PDF] Regularity of ideals and their powers
M Chardin - imj-prg.fr
If R is a polynomial ring over a field k, M is a finitely generated graded R-module (for the
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …
[PDF][PDF] Regularity of ideals and their powers
M Chardin - imj-prg.fr
If R is a polynomial ring over a field k, M is a finitely generated graded R-module (for the
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …
standard grading of R) and m:= R> 0, the invariants ai (M):= inf {µ| Hi m (M)> µ= 0} and bi …