(1) Every linguist likes coffee
(2) No linguist likes coffee (3) Few linguists like coffee
(1) Alison is mono-lingual or Alison is multi-lingual (2) Bob is inside the building or Bob is outside the building
(3) Every linguist is mono-lingual or every linguist is multi-lingual (4) No boy is inside the building or no boy is outside the building
For any x, f(x)=1 if x∈A and f(x)=0 if x∉A
⟦no⟧a,M = [λg∈D⟨e,t⟩. [λf∈D⟨e,t⟩. 1 iff for no individual x∈De such that g(x)=1, f(x)=1]
⟦every⟧a,M = [λg∈D⟨e,t⟩. [λf∈D⟨e,t⟩. 1 iff for every individual x∈De such that g(x)=1, f(x)=1]
⟦more than half⟧a,M = [λg∈D⟨e,t⟩. [λf∈D⟨e,t⟩. 1 iff for more than half of the individual x∈De such that g(x)=1, f(x)=1]
|set(g) ∩ set(f)| > |set(g)-set(f)| ; or |set(g) ∩ set(f)| > |set(g)|/2