Forschungspapier (740)
10701.
Forschungspapier
Four Short Stories on Surprising Algorithmic Uses of Treewidth. (2020), 17 S.
10702.
Forschungspapier
Incompressibility of H-free Edge Modification Problems: Towards a Dichotomy. (2020), 35 S.
10703.
Forschungspapier
Advanced Semantics for Commonsense Knowledge Extraction. WWW 2021 (2020), 12 S.
10704.
Forschungspapier
Understanding the Incel Community on YouTube. (2020), 10 S.
10705.
Forschungspapier
"It is just a flu": Assessing the Effect of Watch History on YouTube's Pseudoscientific Video Recommendations. (2020), 13 S.
10706.
Forschungspapier
"Is it a Qoincidence?": A First Step Towards Understanding and Characterizing the QAnon Movement on Voat.co. (2020), 14 S.
10707.
Forschungspapier
First-Order Tests for Toricity. (2020), 15 S.
10708.
Forschungspapier
A Graph Theoretical Approach for Testing Binomiality of Reversible Chemical Reaction Networks. (2020), 8 S.
10709.
Forschungspapier
Adversarial Training against Location-Optimized Adversarial Patches. (2020), 18 S.
10710.
Forschungspapier
Competitive Allocation of a Mixed Manna. (2020), 56 S.
10711.
Forschungspapier
Fair and Efficient Allocations under Subadditive Valuations. (2020), 16 S.
10712.
Forschungspapier
EFX exists for three agents. (2020), 28 S.
10713.
Forschungspapier
Seeing Far vs. Seeing Wide: Volume Complexity of Local Graph Problems. (2020), 44 S.
10714.
Forschungspapier
Counting Small Induced Subgraphs Satisfying Monotone Properties. (2020), 33 S.
10715.
Forschungspapier
Detecting and Counting Small Subgraphs, and Evaluating a Parameterized Tutte Polynomial: Lower Bounds via Toroidal Grids and Cayley Graph Expanders. (2020), 57 S.
10716.
Forschungspapier
Question Answering over Curated and Open Web Sources. (2020), 5 S.
10717.
Forschungspapier
Exploring Network-Wide Flow Data with Flowyager. (2020), 19 S.
10718.
Forschungspapier
"Go eat a bat, Chang!": An Early Look on the Emergence of Sinophobic Behavior on Web Communities in the Face of COVID-19. (2020), 16 S.
10719.
Forschungspapier
A Logic Based Approach to Finding Real Singularities of Implicit Ordinary Differential Equations. (2020), 22 S.
10720.
Forschungspapier
PhysCap: Physically Plausible Monocular 3D Motion Capture in Real Time. (2020), 16 S.