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Michelle Döring
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- affiliation: Hasso Plattner Institute, Potsdam, Germany
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2020 – today
- 2025
[c8]Argyrios Deligkas, Michelle Döring, Eduard Eiben, Tiger-Lily Goldsmith, George Skretas, Georg Tennigkeit:
How Many Lines to Paint the City: Exact Edge-Cover in Temporal Graphs. AAAI 2025: 26498-26506
[c7]Ben Bals, Michelle Döring, Nicolas Klodt, George Skretas:
Dynamic Network Discovery via Infection Tracing. IJCAI 2025: 7329-7337
[c6]Arnaud Casteigts, Michelle Döring, Nils Morawietz:
Realization of Temporally Connected Graphs Based on Degree Sequences. ISAAC 2025: 17:1-17:18
[c5]Michelle Döring:
Simple, Strict, Proper, and Directed: Comparing Reachability in Directed and Undirected Temporal Graphs. ISAAC 2025: 27:1-27:21
[c4]Michelle Döring, Jan Fehse, Tobias Friedrich, Paula Marten, Niklas Mohrin, Kirill Simonov, Farehe Soheil, Jakob Timm, Shaily Verma:
Parameterized Complexity of Vehicle Routing. IPEC 2025: 10:1-10:17
[i12]Michelle Döring:
Simple, Strict, Proper, and Directed: Comparing Reachability in Directed and Undirected Temporal Graphs. CoRR abs/2501.11697 (2025)
[i11]Michelle Döring, Markus Brill, Jobst Heitzig:
The River Method. CoRR abs/2504.14195 (2025)
[i10]Arnaud Casteigts, Michelle Döring, Nils Morawietz:
Realization of Temporally Connected Graphs Based on Degree Sequences. CoRR abs/2504.17743 (2025)
[i9]Michelle Döring, Jan Fehse, Tobias Friedrich, Paula Marten, Niklas Mohrin, Kirill Simonov, Farehe Soheil, Jakob Timm, Shaily Verma:
Parameterized Complexity of Vehicle Routing. CoRR abs/2509.10361 (2025)
[i8]Argyrios Deligkas, Michelle Döring, Eduard Eiben, Tiger-Lily Goldsmith, George Skretas, Georg Tennigkeit:
Parameterized Complexity of Temporal Connected Components: Treewidth and k-Path Graphs. CoRR abs/2510.05806 (2025)
[i7]Michelle Döring, Jannes Malanowski, Stefan Neubert:
Cost-Free Neutrality for the River Method. CoRR abs/2512.14409 (2025)- 2024
[j1]Argyrios Deligkas
, Michelle Döring, Eduard Eiben, Tiger-Lily Goldsmith, George Skretas
:
Being an influencer is hard: The complexity of influence maximization in temporal graphs with a fixed source. Inf. Comput. 299: 105171 (2024)
[i6]Michelle Döring, Jannik Peters:
Margin of Victory for Weighted Tournament Solutions. CoRR abs/2408.06873 (2024)
[i5]Argyrios Deligkas, Michelle Döring, Eduard Eiben, Tiger-Lily Goldsmith, George Skretas, Georg Tennigkeit:
How Many Lines to Paint the City: Exact Edge-Cover in Temporal Graphs. CoRR abs/2408.17107 (2024)
[i4]Ben Bals, Michelle Döring, Nicolas Klodt, George Skretas:
Catch Me If You Can: Finding the Source of Infections in Temporal Networks. CoRR abs/2412.10877 (2024)
[i3]Ben Bals, Michelle Döring, Nicolas Klodt, George Skretas:
Dynamic Network Discovery via Infection Tracing. CoRR abs/2412.10881 (2024)- 2023
[c3]Michelle Döring, Jannik Peters:
Margin of Victory for Weighted Tournament Solutions. AAMAS 2023: 1716-1724
[c2]Davide Bilò, Vittorio Bilò, Michelle Döring, Pascal Lenzner, Louise Molitor, Jonas Schmidt:
Schelling Games with Continuous Types (short paper). ICTCS 2023: 328-333
[c1]Davide Bilò, Vittorio Bilò, Michelle Döring, Pascal Lenzner, Louise Molitor, Jonas Schmidt
:
Schelling Games with Continuous Types. IJCAI 2023: 2520-2527
[i2]Argyrios Deligkas
, Michelle Döring, Eduard Eiben, Tiger-Lily Goldsmith, George Skretas:
Being an Influencer is Hard: The Complexity of Influence Maximization in Temporal Graphs with a Fixed Source. CoRR abs/2303.11703 (2023)
[i1]Davide Bilò, Vittorio Bilò, Michelle Döring, Pascal Lenzner, Louise Molitor, Jonas Schmidt:
Schelling Games with Continuous Types. CoRR abs/2305.06819 (2023)
Coauthor Index

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last updated on 2026-01-28 04:57 CET by the dblp team
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