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Model companionship results for set theory and the continuum problem.
Home
Corsi
Anno Accademico 2021/22
Dottorato in Matematica Pura e Applicata
mod_set_theo
Main bibligraphic references
Notes on model companionship
Notes on model companionship
Per visualizzare il file, fai click su questo link:
MODCOMP.pdf
◄ Light paper on model companionship results for set theory
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Light paper on model companionship results for set theory
Heavy paper on model companionship results for set theory
Notes on forcing
Useful axioms
Vaccaro-Viale-2019-BUMI
Asperò-Viale-2022-JML
Lecture 1 3/5/2022
Lecture 2 4/5/2022
Lecture 3 10/5/2022
Lecture 4 11/5/2022
Lecture 1 3/5/2022
Lecture 2 4/5/2022
Lecture 3 10/5/2022
Lecture 4 11/5/2022
Lecture 5 17/5/2022
Lecture 6 18/5/2022
Lecture 7 31/5/2022
Lecture 5 17/5/2022
Lecture 6 18/5/2022
Lecture 7 31/5/2022
Lecture 8 14/6/2022
Lecture 9 15/6/2022
Lecture 10 16/6/2022
Lecture 8 14/6/2022
Lecture 9 15/6/2022
Lecture 10 16/6/2022
Lecture 11 21/6/2022
Lecture 12 22/6/2022
Lecture 13 23/6/2022
Lecture 14 28/6/2022
Lecture 15 29/6/2022
Lecture 11 21/6/2022
Lecture 12 22/6/2022
Lecture 13 23/6/2022
Lecture 14 28/6/2022
Lecture 15 29/6/2022
Heavy paper on model companionship results for set theory ►