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Till Knollmann
Till Knollmann
Подтвержден адрес электронной почты в домене mail.upb.de
Название
Процитировано
Процитировано
Год
Mincut sensitivity data structures for the insertion of an edge
S Baswana, S Gupta, T Knollmann
Algorithmica 84 (9), 2702-2734, 2022
72022
A discrete and continuous study of the max-chain-formation problem: slow down to speed up
J Castenow, P Kling, T Knollmann, F Meyer Auf der Heide
Proceedings of the 32nd ACM Symposium on Parallelism in Algorithms and …, 2020
72020
Gathering a euclidean closed chain of robots in linear time
J Castenow, J Harbig, D Jung, T Knollmann, F Meyer auf der Heide
International Symposium on Algorithms and Experiments for Sensor Systems …, 2021
62021
The k-server with preferences problem
J Castenow, B Feldkord, T Knollmann, M Malatyali, F Meyer auf der Heide
Proceedings of the 34th ACM Symposium on Parallelism in Algorithms and …, 2022
52022
Online facility location with mobile facilities
B Feldkord, T Knollmann, FM auf der Heide
Theoretical Computer Science 907, 45-61, 2022
52022
The online multi-commodity facility location problem
J Castenow, B Feldkord, T Knollmann, M Malatyali, F Meyer Auf der Heide
Proceedings of the 32nd ACM Symposium on Parallelism in Algorithms and …, 2020
52020
Managing multiple mobile resources
B Feldkord, T Knollmann, M Malatyali, F Meyer auf der Heide
International Workshop on Approximation and Online Algorithms, 120-137, 2019
52019
Monitoring of domain-related problems in distributed data streams
P Bemmann, F Biermeier, J Bürmann, A Kemper, T Knollmann, S Knorr, ...
International Colloquium on Structural Information and Communication …, 2017
52017
A unifying approach to efficient (near)-gathering of disoriented robots with limited visibility
J Castenow, J Harbig, D Jung, P Kling, T Knollmann
arXiv preprint arXiv:2206.07567, 2022
42022
The Max-Line-Formation Problem: And New Insights for Gathering and Chain-Formation
J Castenow, T Götte, T Knollmann, F Meyer auf der Heide
International Symposium on Stabilizing, Safety, and Security of Distributed …, 2021
42021
Brief announcement: gathering in linear time: a closed chain of disoriented and luminous robots with limited visibility
J Castenow, J Harbig, D Jung, T Knollmann, F Meyer auf der Heide
International Symposium on Stabilizing, Safety, and Security of Distributed …, 2020
32020
A self-stabilizing Hashed Patricia Trie
T Knollmann, C Scheideler
Information and Computation 285, 104697, 2022
22022
A Self-stabilizing Hashed Patricia Trie
T Knollmann, C Scheideler
International Symposium on Stabilizing, Safety, and Security of Distributed …, 2018
22018
Gathering a Euclidean closed chain of robots in linear time and improved algorithms for chain-formation
J Castenow, J Harbig, D Jung, T Knollmann, FM auf der Heide
Theoretical Computer Science 939, 261-291, 2023
12023
A discrete and continuous study of the Max-Chain-Formation problem
J Castenow, P Kling, T Knollmann, FM auf der Heide
Information and Computation 285, 104877, 2022
12022
A Peer-to-Peer Based Cloud Storage Supporting Orthogonal Range Queries of Arbitrary Dimension
M Benter, T Knollmann, FM auf der Heide, A Setzer, J Sundermeier
International Symposium on Algorithmic Aspects of Cloud Computing, 46-58, 2018
12018
Distributed Data Streams
J Castenow, B Feldkord, J Hanselle, T Knollmann, M Malatyali, ...
Algorithms for Big Data: DFG Priority Program 1736, 179-195, 2023
2023
Online Algorithms for Allocating Heterogeneous Resources
T Knollmann
Universitätsbibliothek, 2023
2023
Managing Multiple Mobile Resources
B örn Feldkord, T Knollmann, M Malatyali, FM auf der Heide
2021
Gathering in Linear Time: A Closed Chain of Disoriented & Luminous Robots with Limited Visibility.
J Castenow, J Harbig, D Jung, T Knollmann, FM auf der Heide
CoRR, 2020
2020
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Статьи 1–20