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Thu, 16 Sep 2021 18:50:09 +0200 |
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=============================================================
10th Workshop on Advances in Distributed Graph Algorithms (ADGA 2021)
October 4, 2021. Hybrid event (Freiburg (Germany) and virtual).
http://adga.hiit.fi/2021
=============================================================
The 10th Workshop on Advances in Distributed Graph Algorithms (ADGA
2021) will take place as a hybrid event on *Monday, October 4th, 2021*,
co-located with DISC 2021. It will be possible to attend ADGA 2021
either as an online conference via Zoom or as a physical event at the
University of Freiburg, Germany. For information about the registration,
please visit http://www.disc-conference.org/wp/disc2021/registration.
The ADGA workshop series focuses on the theoretical foundations of
distributed graph algorithms. All presentations in the ADGA workshops
are invited talks that cover current topics in this research area. The
talks are designed to cover general aspects of a research topic rather
than to present a particular new result. Such aspects include the
advances achieved in the topic, the main remaining objectives, the
technical obstacles, etc.
ADGA 2021 will start at *3pm (CEST)* and end at around *7:15pm*. The
exact schedule as well as speaker information and abstracts can be found
on the website http://adga.hiit.fi/2021 soon.
For any questions related to ADGA 2021, please do not hesitate to send
an email to Sebastian Brandt ([log in to unmask]).
======================
Invited Speakers and Talks
======================
*Alkida Balliu* (University of Freiburg): The Ubiquity of Δ-Coloring
*Anton Bernshteyn* (Georgia Institute of Technology): Distributed
Algorithms and Descriptive Combinatorics
*Peter Davies* (University of Surrey): LOCAL and Low-Space MPC: A Bridge
Between Distributed and Parallel Computing
*Laurent Feuilloley* (University of Lyon 1): Local Certification of
Graph Classes
*Krzysztof Nowicki* (BARC, University of Copenhagen): Spanning Trees and
Small Cuts in Congested Clique
*Goran Zuzic* (ETH Zurich): An Overview of Universally-Optimal
Distributed Algorithms
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