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On Piecewise Hyperdefinable Groups by Fanlo, Arturo Rodriguez is a scholarly article available to read on EtoBox.

What is On Piecewise Hyperdefinable Groups about?

The aim of this paper is to generalize and improve two of the main model-theoretic results of "Stable group theory and approximate subgroups" by E. Hrushovski to the context of piecewise hyperdefinable sets. The first one is the existence of Lie models. The second one is the stabilizer theorem. In the process, a systematic study of the structure of piecewise hyperdefinable sets is developed. In particular, we show the most significant properties of their logic topologies.

Author

Fanlo, Arturo Rodriguez

Published

2020

Language

EN