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논문 기본 정보
- 자료유형
- 학술저널
- 저자정보
- 발행연도
- 2019.1
- 수록면
- 209 - 214 (6page)
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We investigate all kinds of the Hilbert function of the Artinian quotient of the coordinate ring of a linear star configuration in $\P^n$ of type $(n+1)$ (or $(n+1)$-general points in $\P^n$), which generalizes the result of \cite[Theorem 3.1]{S:7}.
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참고문헌 (7)
참고문헌 신청
안재만 / 2012 / THE MINIMAL FREE RESOLUTION OF A STAR-CONFIGURATION IN Pn AND THE WEAK LEFSCHETZ PROPERTY / 대한수학회지 49(2):405~417
E. Carlini / 2014 / Star configurations on generic hypersurfaces / J. Algebra 407:1~20
A.V. Geramita / 2013 / Star Configurations in Pn / J. Algebra 376:279~299
Y.R. Kim / The Artinian Point Star Configuration Quotient and the Strong Lefschetz Property
J.P. Park / 2015 / The Minimal Free Resolution of a Star-configuration in Pn / J. Pure Appl. Algebra 219:2124~2133
E. Carlini / 2014 / Star configurations on generic hypersurfaces / J. Algebra 407:1~20
A.V. Geramita / 2013 / Star Configurations in Pn / J. Algebra 376:279~299
Y.R. Kim / The Artinian Point Star Configuration Quotient and the Strong Lefschetz Property
J.P. Park / 2015 / The Minimal Free Resolution of a Star-configuration in Pn / J. Pure Appl. Algebra 219:2124~2133
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