Quantcast
Channel: Is Hodges' definition of elementary embedding wrong? - Mathematics Stack Exchange
Browsing latest articles
Browse All 2 View Live

Answer by Olivier Roche for Is Hodges' definition of elementary embedding wrong?

This $\Longrightarrow$ implies the desired $\Longleftrightarrow$. It would indeed make more sense to define an elementary embedding $f$ to be a map $f : A \mapsto B$ satisfying $\forall \phi \ \forall...

View Article



Is Hodges' definition of elementary embedding wrong?

I am reading the beautiful book by Hodges, A Shorter Model Theory. In sections 2.4 and 2.5 the authors classifies formulas through maps which preserve them and viceversa. All is very clear, except from...

View Article
Browsing latest articles
Browse All 2 View Live




Latest Images