Projective curves with maximal regularity and applications to syzygies and surfaces

Author:

Brodmann Markus,Schenzel Peter

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference19 articles.

1. Bertin M.A.: On the regularity of varieties having an extremal secant line. J. Reine Angewand. Math. 545, 167–181 (2002)

2. Bertin M.A.: On singular varieties having an extremal secant line. Commun. Algebra 34, 893–909 (2006)

3. Brodmann M.: Bounds on the cohomological Hilbert functions of a projective variety. J. Algebra 109, 352–380 (1987)

4. Brodmann M.: Cohomology of certain projective surfaces with low sectional genus and degree. In: Eisenbud, D. (eds) Commutative Algebra, Algebraic Geometry and Computational Methods, pp. 172–200. Springer, NY (1999)

5. Brodmann, M.: Cohomology of surfaces $${{X \subset \mathbb P^r_K}}$$ with degree ≤ 2r − 2. In: van Oystayen, F. (ed.) Commutative Algebra and Algebraic Geometry. M. Dekker Lecturer Notes 2006, pp. 15–33 (1999)

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1. On hyperquadrics containing projective varieties;Forum Mathematicum;2020-09-01

2. On Surfaces of Maximal Sectional Regularity;Taiwanese Journal of Mathematics;2017-05-01

3. Projective varieties of maximal sectional regularity;Journal of Pure and Applied Algebra;2017-01

4. ON THE MINIMAL FREE RESOLUTION OF CURVES OF MAXIMAL REGULARITY;Bulletin of the Korean Mathematical Society;2016-11-30

5. On the space of projective curves of maximal regularity;manuscripta mathematica;2016-05-02

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