The maximal rank conjecture

E Larson - arXiv preprint arXiv:1711.04906, 2017 - arxiv.org
arXiv:1711.04906v2 [math.AG] 18 Sep 2018 The Maximal Rank Conjecture Page 1 arXiv:1711.04906v2
[math.AG] 18 Sep 2018 The Maximal Rank Conjecture Eric Larson Abstract Let C be a general …

Degenerations of curves in projective space and the maximal rank conjecture

E Larson - arXiv preprint arXiv:1809.05980, 2018 - arxiv.org
arXiv:1809.05980v1 [math.AG] 16 Sep 2018 Degenerations of Curves in Projective Space
and the Maximal Rank Conjecture Page 1 arXiv:1809.05980v1 [math.AG] 16 Sep 2018 …

Constructing reducible Brill–Noether curves II

E Larson - manuscripta mathematica, 2023 - Springer
This paper is the second of a two-part series by the author devoted to the following
fundamental problem in the theory of algebraic curves in projective space: Which reducible …

Interpolation for curves in projective space with bounded error

E Larson - International mathematics research notices, 2021 - academic.oup.com
Given general points it is natural to ask whether there is a curve of given degree and genus
passing through them; by counting dimensions a natural conjecture is that such a curve …

The maximal rank conjecture

EK Larson - 2018 - dspace.mit.edu
Signature redacted Page 1 The Maximal Rank Conjecture by Eric Kerner Larson AB
Mathematics Harvard University, 2013 SUBMITTED TO THE DEPARTMENT OF MATHEMATICS …

[引用][C] Interpolation with bounded error

E Larson - arXiv preprint arxiv:1711.01729, 2021