Minimal (clones with a Taylor term)

Marcin Kozik (University of Krakow)

30-Mar-2021, 19:00-20:00 (5 years ago)

Abstract: We are working with clones, on finite sets, which contain a Taylor operation. Ordering all of them by inclusion, we focus on the elements minimal in that order. We show that the class is robust and provide a few examples of very strong properties holding in these clones.

Joint work with L. Barto, Z. Brady, A. Bulatov, D. Zhuk.

computational complexitycategory theorylogic

Audience: researchers in the topic


PALS Panglobal Algebra and Logic Seminar

Series comments: The PALS seminar is a research and learning seminar organized by the algebra and logic research group of the Department of Mathematics at the University of Colorado at Boulder. The scope of the seminar includes all topics with links to algebra, logic, or their applications, like general algebra, logic, model theory, category theory, set theory, set-theoretic topology, or theoretical computer science. Please contact one of the organizers for the Zoom password, to join the mailing list or if you want to speak.

Organizers: Keith Kearnes, Peter Mayr*, Marcos Mazari Armida, Agnes Szendrei
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