A matrix of linear forms which is annihilated by a vector of indeterminates

Let R=k[T1,…,Tf] be a standard graded polynomial ring over the field k and Ψ be an f×g matrix of linear forms from R, where 1≤g

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Bibliographic Details
Published in:Journal of algebra 2017-01, Vol.469, p.120-187
Main Authors: Kustin, Andrew R., Polini, Claudia, Ulrich, Bernd
Format: Article
Language:English
Subjects:
Buchsbaum–Rim complex
Depth sensitivity
Determinantal ideal
Divided power algebra
Generalized Eagon–Northcott complexes
Gorenstein ideal
Grade unmixed part of an ideal
h-Vector
Hilbert series
Matrix of linear forms
Multiplicity
Pfaffians
Rees algebra
Resilient ideals
Special fiber ring
Total complex
Unmixed part of an ideal
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Description
Summary:Let R=k[T1,…,Tf] be a standard graded polynomial ring over the field k and Ψ be an f×g matrix of linear forms from R, where 1≤g
ISSN:0021-8693
1090-266X
DOI:10.1016/j.jalgebra.2016.08.018