Mutant Invasion Probability

Cross-source consensus on Mutant Invasion Probability from 1 sources and 5 claims.

1 sources · 5 claims

How it works

The extinction probability is defined by a linear age-structured birth-death process for a rare mutant in a resident equilibrium. — Trait Substitution Sequence process and Canonical Equation for age-structured populations
Nontrivial invasion occurs when the mutant's age-dependent reproduction-survival integral exceeds 1. — Trait Substitution Sequence process and Canonical Equation for age-structured populations
In age-structured models, the mutant extinction probability generally lacks an explicit closed form. — Trait Substitution Sequence process and Canonical Equation for age-structured populations
In non-age-structured models, the invasion probability reduces to a classical explicit fitness term. — Trait Substitution Sequence process and Canonical Equation for age-structured populations
Fitness is often not explicitly computable, requiring numerical solution for extinction probabilities. — Trait Substitution Sequence process and Canonical Equation for age-structured populations