That makes intuitive sense to me. I hope someone shows up who can confirm this more authoritatively. The reason it makes sense to me as a non-expert is that Λ shows up with a minus sign in the Friedmann equation in cosmology. The Friedmann is supposed to be derived from the "0 0" component of the GR equation , that is from the "t t" components term by term. And the Friedmann equation looks like this:
H2 - Λc2/3 = [constant] ρ
where H is a fractional growth rate with dimension Time-1 so H2 has dimension Time-2, and rho is the density.
Λ has dimension Length-2 so Λc2 also has dimension Time-2, so that is consistent.
And Λc2/3 = H∞2 the square of the longterm Hubble expansion rate to which H(t) is converging.
So I think of Λ as appearing with a + sign on the left side of the GR equation, in the (-+++) convention and therefore appearing with a - sign on the left side of the Friedmann.