New posts in model-theory

What is the importance of “variety of algebras” in Universal Algebra?

Structure on $\mathbb{R}$ such that homomorphisms $\mathbb{R} \to \mathbb{R}$ are exactly polynomials?

Do ordered fields and archimedian ordered fields have the same first-order theory?

Does the absolute fragment of second-order logic satisfy a strong Lowenheim-Skolem property?

How is "interpretation" used differently in propositional vs. first-order logic?

Are there uncountably infinite complete extensions of finite theories of the natural numbers?

Constructible problems for which the solution is non-constructible?

A model of geometry with the negation of Pasch’s axiom? [duplicate]

Complete calculus of first-order logic working for empty structures too

Show that binary < "less than" relation is not definable on set of Natural Numbers with successor function

Exercise 2.5.5 david marker's [closed]

Is many sorted logic really a unifying logic?

Proving that a propositional theory of any cardinality has an independent set of axioms

What's the motivation behind saturated models?

Is there a simple way of proving that $\text{GL}_n(R) \not\cong \text{GL}_m(R)$?

Does "=" have to be interpreted as equality?

Axiom of Choice and Determinacy

Why isn't there a first-order theory of well order?

Is Foundational Research a Dead Field?

Counter-example of o-minimal structure but do not admit elimination of quantifiers