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Aspect in Ancient Greek - Nijmegen Centre for Semantics

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3.2 The perfective-imperfective dist<strong>in</strong>ction 37(i ′ ) If a sentence describes an event, the time of the event is <strong>in</strong>cluded <strong>in</strong>the location time; the time of a state <strong>in</strong>cludes the location time.(ii ′ )(iii ′ )Some salient location time serves as reference po<strong>in</strong>t <strong>for</strong> the currentsentence.The location time of events succeeds the reference po<strong>in</strong>t; with statesit <strong>in</strong>cludes the reference po<strong>in</strong>t.This revised version gives the correct results <strong>for</strong> our French discourses (40)and (41), just as the earlier version did. Construct<strong>in</strong>g the context DRS (represent<strong>in</strong>gthe first sentence) and the prelim<strong>in</strong>ary DRSs (represent<strong>in</strong>g the secondsentences) accord<strong>in</strong>g to the revised rules and then merg<strong>in</strong>g them gives the leftDRSs <strong>in</strong> (54) and (55): 11n e 1 t 1 t 2 e 2 t 3 t 4(54)p enter(e 1 )τ(e 1 ) = t 1t 1 ⊆ t 2t 2 ≺ nm phone(e 2 )τ(e 2 ) = t 3t 3 ⊆ t 4t 4 ≺ nt 5ρ(t 5 ,t 4 )ρ :=≺t 5 := t 2⇒n e 1 t 1 t 2 e 2 t 3 t 4p enter(e 1 )τ(e 1 ) = t 1t 1 ⊆ t 2t 2 ≺ nm phone(e 2 )τ(e 2 ) = t 3t 3 ⊆ t 4t 4 ≺ nt 2 ≺ t 4n e 1 t 1 t 2 s 1 t 3 t 4(55)p enter(e 1 )τ(e 1 ) = t 1t 1 ⊆ t 2t 2 ≺ nm phone(s 1 )τ(s 1 ) = t 3t 3 ⊇ t 4t 4 ≺ nt 5ρ(t 5 ,t 4 )ρ :=⊆t 5 := t 2⇒n e 1 t 1 t 2 s 1 t 3 t 4p enter(e 1 )τ(e 1 ) = t 1t 1 ⊆ t 2t 2 ≺ nm phone(s 1 )τ(s 1 ) = t 3t 3 ⊇ t 4t 4 ≺ nt 2 ⊆ t 411 Kamp, van Genabith, and Reyle (2005) may prefer to <strong>in</strong>clude a progressive operator <strong>in</strong>(55), to avoid the problem of the imperfective paradox. I postpone the discussion of thisproblem to the next section.

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