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2020 – today
- 2024
[c7]Pál András Papp, Georg Anegg, Aikaterini Karanasiou, Albert-Jan Nicholas Yzelman:
Efficient Multi-Processor Scheduling in Increasingly Realistic Models (Brief Summary). IPDPS (Workshops) 2024: 1169-1171- [c6]Pál András Papp
, Georg Anegg, Aikaterini Karanasiou, Albert-Jan Nicholas Yzelman:
Efficient Multi-Processor Scheduling in Increasingly Realistic Models. SPAA 2024: 463-474 - [i7]Pál András Papp, Georg Anegg, Aikaterini Karanasiou, A. N. Yzelman:
Efficient Multi-Processor Scheduling in Increasingly Realistic Models. CoRR abs/2404.15246 (2024) - 2023
- [c5]Georg Anegg, Laura Vargas Koch, Rico Zenklusen:
A Simple Combinatorial Algorithm for Robust Matroid Center. SOSA 2023: 96-102 - [c4]Pál András Papp, Georg Anegg, Albert-Jan Nicholas Yzelman:
Partitioning Hypergraphs is Hard: Models, Inapproximability, and Applications. SPAA 2023: 415-425 - [i6]Pál András Papp, Georg Anegg, A. N. Yzelman:
DAG Scheduling in the BSP Model. CoRR abs/2303.05989 (2023) - 2022
- [j1]Georg Anegg, Haris Angelidakis, Adam Kurpisz, Rico Zenklusen:
A technique for obtaining true approximations for k-center with covering constraints. Math. Program. 192(1): 3-27 (2022) - [c3]Georg Anegg, Laura Vargas Koch, Rico Zenklusen:
Techniques for Generalized Colorful k-Center Problems. ESA 2022: 7:1-7:14 - [i5]Georg Anegg, Laura Vargas Koch, Rico Zenklusen:
Techniques for Generalized Colorful k-Center Problems. CoRR abs/2207.02609 (2022) - [i4]Pál András Papp, Georg Anegg, A. N. Yzelman:
Partitioning Hypergraphs is Hard: Models, Inapproximability, and Applications. CoRR abs/2208.08257 (2022) - [i3]Georg Anegg, Laura Vargas Koch, Rico Zenklusen:
A Simple Combinatorial Algorithm for Robust Matroid Center. CoRR abs/2211.03601 (2022) - 2021
- [c2]Georg Anegg, Haris Angelidakis, Rico Zenklusen:
Simpler and Stronger Approaches for Non-Uniform Hypergraph Matching and the Füredi, Kahn, and Seymour Conjecture. SOSA 2021: 196-203 - 2020
- [c1]Georg Anegg, Haris Angelidakis, Adam Kurpisz, Rico Zenklusen:
A Technique for Obtaining True Approximations for k-Center with Covering Constraints. IPCO 2020: 52-65 - [i2]Georg Anegg, Haris Angelidakis, Adam Kurpisz, Rico Zenklusen:
A Technique for Obtaining True Approximations for k-Center with Covering Constraints. CoRR abs/2007.03946 (2020) - [i1]Georg Anegg, Haris Angelidakis, Rico Zenklusen:
Simpler and Stronger Approaches for Non-Uniform Hypergraph Matching and the Füredi, Kahn, and Seymour Conjecture. CoRR abs/2009.00697 (2020)
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