# What are models of empty theory?

Consider arbitrary language $$\mathcal{L}$$, theory $$T = \emptyset$$ and $$A = \{\ \mathcal{M} \mid \mathcal{M} \models T \}$$. How does the set $$A$$ look like?

It consists of all $$\mathcal L$$-structures. $$T$$ being empty means the structures don't have to satisfy any additional requirements.