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Jess A. De Loera

Publication record assembled from the DBLP archive of ranked conferences.

Papers indexed

13

Venues

5

Active years

2000–2026

Best venue rank

A*

Where they publish

Papers

13 indexed papers, newest first.

YearVenueTitleAuthors
2026IPCOOn Lattice Diameter Segments: Algorithms and Structure.Gennadiy Averkov, Anouk E. Brose, Jess A. De Loera, Gyivan Lopez-Campos, Antonio J. Torres
2024IPCOInteger Points in Arbitrary Convex Cones: The Case of the PSD and SOC Cones.Jess A. De Loera, Brittney Marsters, Luze Xu, Shixuan Zhang
2022ISSACRado Numbers and SAT Computations.Yuan Chang, Jess A. De Loera, William J. Wesley
2022KDDGeometric Policy Iteration for Markov Decision Processes.Yue Wu, Jess A. De Loera
2020IPCOOptimizing Sparsity over Lattices and Semigroups.Iskander Aliev, Gennadiy Averkov, Jess A. De Loera, Timm Oertel
2018STOCThe minimum euclidean-norm point in a convex polytope: Wolfe's combinatorial algorithm is exponential.Jess A. De Loera, Jamie Haddock, Luis Rademacher
2015ISSACGraph-Coloring Ideals: Nullstellensatz Certificates, Grbner Bases for Chordal Graphs, and Hardness of Grbner Bases.Jess A. De Loera, Susan Margulies, Michael Pernpeintner, Eric Riedl, David Rolnick, Gwen Spencer, Despina Stasi, Jon Swenson
2014IPCOInteger Programs with Prescribed Number of Solutions and a Weighted Version of Doignon-Bell-Scarf's Theorem.Iskander Aliev, Jess A. De Loera, Quentin Louveaux
2008ISSACHilbert's nullstellensatz and an algorithm for proving combinatorial infeasibility.Jess A. De Loera, Jon Lee, Peter N. Malkin, Susan Margulies
2006SODAFPTAS for mixed-integer polynomial optimization with a fixed number of variables.Jess A. De Loera, Raymond Hemmecke, Matthias Kppe, Robert Weismantel
2004IPCOThree Kinds of Integer Programming Algorithms Based on Barvinok's Rational Functions.Jess A. De Loera, David Haws, Raymond Hemmecke, Peter Huggins, Ruriko Yoshida
2004IPCOAll Rational Polytopes Are Transportation Polytopes and All Polytopal Integer Sets Are Contingency Tables.Jess A. De Loera, Shmuel Onn
2000SODAFinding minimal triangulations of convex 3-polytopes is NP-hard.Alexander Below, Jess A. De Loera, Jrgen Richter-Gebert