Filip Cools

发表

A tropical proof of the Brill-Noether Theorem

Sam Payne, Jan Draisma, Elina Robeva, 2010, 1001.2774.

Newton polygons and curve gonalities

W. Castryck, Filip Cools, 2011, 1106.3762.

A MINIMAL SET OF GENERATORS FOR THE CANONICAL IDEAL OF A NONDEGENERATE CURVE

W. Castryck, Filip Cools, 2014, Journal of the Australian Mathematical Society.

Brill-Noether theory of curves on $\mathbb{P}^1 \times \mathbb{P}^1$: tropical and classical approach

D. Jensen, Filip Cools, Michele D'Adderio, 2017, 1709.07254.

Canonical syzygies of smooth curves on toric surfaces

W. Castryck, Filip Cools, J. Demeyer, 2016, Journal of Pure and Applied Algebra.

Linear pencils encoded in the Newton polygon

W. Castryck, Filip Cools, 2014, 1402.4651.

Computing graded Betti tables of toric surfaces

W. Castryck, Filip Cools, J. Demeyer, 2016, Transactions of the American Mathematical Society.

Brill-Noether theory of curves on P1xP1: tropical and classical approach

D. Jensen, Filip Cools, Michele D'Adderio, 2019 .

Linear pencils on graphs and on real curves

M. Coppens, Filip Cools, 2013, Geometriae Dedicata.

Linear pencils on graphs and on real curves

M. Coppens, Filip Cools, 2010, 1006.1770.

On graded Betti tables of curves in toric surfaces

W. Castryck, Filip Cools, J. Demeyer, 2016 .

On the relation between weighted trees and tropical Grassmannians

Filip Cools, Filip Cools, 2009, J. Symb. Comput..

A tropical interpretation of m-dissimilarity maps

Cristiano Bocci, Filip Cools, C. Bocci, 2008, Appl. Math. Comput..

Star points on smooth hypersurfaces

M. Coppens, Filip Cools, 2009, 0903.2005.

The lattice size of a lattice polygon

Wouter Castryck, Filip Cools, W. Castryck, 2014, J. Comb. Theory A.

On the intrinsicness of the Newton polygon

W. Castryck, Filip Cools, 2013 .

Singular hypersurfaces possessing infinitely many star points

M. Coppens, Filip Cools, 2009, 0909.1727.

On Grassmann secant extremal varieties

C. Ciliberto, Filip Cools, 2008 .

Intrinsicness of the Newton polygon for smooth curves on $${\mathbb {P}}^1\times {\mathbb {P}}^1$$P1×P1

W. Castryck, Filip Cools, 2013, 1304.4997.

The Gonality Sequence of Complete Graphs

Marta Panizzut, Filip Cools, Filip Cools, 2016, Electron. J. Comb..

A combinatorial interpretation for Schreyer's tetragonal invariants

W. Castryck, Filip Cools, 2014, Documenta Mathematica.

Erratum to: Newton polygons and curve gonalities

W. Castryck, Filip Cools, 2012 .

On G k−1,k -defectivity of smooth surfaces and threefolds

Filip Cools, 2005 .

Classification of (1, 2)-Grassmann secant defective threefolds

L. Chiantini, Filip Cools, 2010 .

Brill–Noether theory of curves on $\protect \mathbb{P}^1 \times \protect \mathbb{P}^1$: tropical and classical approaches

D. Jensen, Filip Cools, Michele D'Adderio, 2019, Algebraic Combinatorics.