Hilbert Function and Betti Numbers of Algebras with Lefschetz Property of Order m

Research Database / FORSCHUNGSDATENBANK

Publication 964654 | Verified

Data Entry: Please note that the research database will be replaced by UNIverse by the end of October 2023. Please enter your data into the system https://universe-intern.unibas.ch. Thanks

Login for users with Unibas email account...

Login for registered users without Unibas email account...

Hilbert Function and Betti Numbers of Algebras with Lefschetz Property of Order m

JournalArticle (Originalarbeit in einer wissenschaftlichen Zeitschrift)

ID	964654
Author(s)	Constantinescu, Alexandru
Author(s) at UniBasel	Constantinescu, Alexandru
Year	2008
Title	Hilbert Function and Betti Numbers of Algebras with Lefschetz Property of Order m
Journal	Communications in algebra
Volume	36
Number	12
Pages / Article-Number	4704-4720
Abstract	The authors T.Harima, J.C.Migliore, U.Nagel and J.Watanabe characterize the Hilbert function of algebras with the Lefschetz property. We extend this characterization to algebras with the Lefschetz property m times. We also give upper bounds for the Betti numbers of Artinian algebras with a given Hilbert function and with the Lefschetz property m times and describe the cases in which these bounds are reached
Publisher	Taylor & Francis
ISSN/ISBN	0092-7872 ; 1532-4125
edoc-URL	http://edoc.unibas.ch/46499/
Full Text on edoc	Available
Digital Object Identifier DOI	10.1080/00927870802174074
ISI-Number	WOS:000261655800023
Document type (ISI)	Article

02/05/2024

Research Database / FORSCHUNGSDATENBANK