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Department of Mathematics

Rings and Modules Seminar
~ Abstracts ~

T. G. Kucera
thomas(dot)kucera(at)umanitoba(dot)ca
© 2023, The Author

University of Manitoba

Tuesday, October 17, 2023

Almost indiscernible theories: some examples from theories of modules.
Abstract:

I continue the very informal discussion of the Questions from the end of my paper with A. Pillay by looking at 3 or 4 examples in Modules, which illustrate some of the ideas involved in the first few Questions. I may be able to say a few words about Question 4.1.

References:

  1. Earlier talks on this topic
  2. Baldwin, J. T. and Shelah, S., The structure of saturated free algebras, Algebra Universalis 17(2):191–199 (1983)
  3. Pillay, A. and Sklinos, R., Saturated free algebras revisited, Bull. Symb. Log., 21(3):306–318 (2015).
  4. Kucera, Thomas G. and Pillay, Anand, Saturated free algebras and almost indiscernible theories, Algebra Universalis 83(11)(2022)
    https://doi.org/10.1007/s00012-021-00766-x


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