New posts in model-theory

Is algebra needed to really understand and/or enjoy model theory?

Which sets are present in every model of ZF?

Preservation of structure in model theory

Where are the model theory concepts from?

What is the degree of a real closure of an ordered field?

Model of Robinson Arithmetic but not Peano Arithmetic

Excluded middle, double negation, contraposition and Peirce's law in minimal logic

A *finite* first order theory whose finite models are exactly the $\Bbb F_p$?

Complete first order theory with finite model is categorical

Independence results that cannot be established by forcing.

In classical predicate logics, why is it usually assumed that at least one object exists?

A proper pseudo-elementary class whose complement is an elementary class

On the definition of a logical system

Cardinality of ultraproducts

Is there a model of $\operatorname{Th}(\mathbb{R})$ which is not a complete ordered field?

Non-ZFC set theory and the hyperreals: problem solved?

Exponentiation and a weak fragment of arithmetic

Is it true that $\mathbb{C}(x) \equiv \mathbb{C}(x, y)$?

Does every complete theory admit quantifier elimination?

Why is quantifier elimination desirable for a given theory?