K |
500 |
population ceiling |
λο
|
2 |
intensity of the Poisson distribution of offspring per mating pair |
tch
|
150 |
years since the start of the simulation before climate change |
tinc
|
25 |
time of increase of variability (variance of the normal distribution of the climate variable) after climate change |
nl
|
20 |
number of diploid loci |
|
6.25 × 10−3
|
additive genetic variance per locus at the start of simulation |
|
0.2 |
additive genetic variance of the quantitative trait at the start of simulation |
μ |
2 × 10−4
|
mutation rate per locus |
|
1, 2, 3, 4 × 10−1
|
variance of the normal distribution of mutation effect (mutation amplitude) |
Smax
|
0.7 |
maximum survival probability |
μE
|
0 |
mean environmental effect |
|
1 |
variance of the environmental effect |
mE
|
0.3 |
mortality caused by the point extreme event |
s |
5, 8, 11, 13 × 10−2
|
strength of selection |
p(Eb) |
5 × 10−2
|
probability of occurrence of point extreme events before climate change |
p(Ea) |
5, 7.5, 10, 12.5 × 10−2
|
probability of occurrence of point extreme events after climate change |
μΘ,0
|
0 |
mean of the normal distribution of the phenotypic optimum from year 1 to tch
|
σΘ,0
|
1 |
standard deviation of the normal distribution of the phenotypic optimum from year 1 to tch
|
βμ,Θ
|
1, 2 × 10−2
|
annual increase (directional trend) of the mean of the normal distribution of the climate variable from year tch to the end of simulation |
βσ,Θ
|
0.5, 1.0, 1.5, 2.0 × 10−2
|
annual increase of the standard deviation of the normal distribution of the climate variable from year tch to tch + tinc
|