# Table 1 Model parameters. Most of the parameters correspond to reported biological and ecological characteristics of R. prolixus included in the model

Symbol Name Units Value Ref
λ Birth rate $$\frac{individual}{day\cdot individual}$$ 1.3 [63]
δ E Egg mortality rate 1/day 0.001 [63]
δ N Nymph mortality rate 1/day 0.004 [64]
δ A Adult mortality rate 1/day Palms: 0.005
Houses: 0.05
[64]
-
τ Residency time from egg to nymph day 15.4 [63]
γ Residency time from nymph to adult day 211 [63]
K i Carrying capacity in patch i individual Palms: 20
Houses: 1 × 10−3
[35, 41, 45]
σ Maximum per capita migration rate $$\frac{individual}{day\cdot individual}$$ 0.1 -
η Number of individuals at which half of the maximum per capita migration rate occurs individual 1 × 10−6 -
L ji Presence of light at destiny patch i seen from patch j arbitrary units 0,1 -
D ji Euclidean distance between patchj and patch i meter - -
Maximum dispersal distance R. prolixus meter 200 [46, 65]
1. σ and η (included in equation 4) were approximated using a simple assumption about the per-capita migration rate of insects in a patch, which also depends on the number of nymphs and adults. L is a matrix that represents which connections, with origin j and destiny i, have light at patch i. Each L ji takes a binary value 0 (no light) or 1 (light). Accordingly, D is a matrix that represents the distance between connections and D ji is the Euclidean distance in meters between patch j and i