The main goal of this workshop is to highlight the recent advances on the CSP Dichotomy Conjecture arising from the algebraic approach. It will focus on the various algebraic notions and results that have been developed in the attempts to resolve this conjecture and connected problems and will also include presentations on related algebraic topics, such as Maltsev Conditions and Tame Congruence Theory. The workshop may also include presentations on CSPs over infinite templates, quantified CSPs, and connections with logic, finite model theory, and complexity.

Invited Speakers:

• Manuel Bodirsky (Ecole Polytechnique, Palaiseau)
• Andrei Bulatov (Simon Fraser University)
• Victor Dalmau (UPF, Barcelona)
• Martin Dyer (University of Leeds)
• Peter Jeavons (University of Oxford)
• Vladimir Kolmogorov (University College, London)
• Marcin Kozik (Jagiellonian University)
• Benoit Larose (Champlain College)
• Miklos Maroti (University of Szeged)
• Barnaby Martin (Durham University)
• Ralph McKenzie (Vanderbilt University)
• Michael Pinsker (TU Vienna)
• Johan Thapper (École Polytechnique)