Journal of Mathematical Biology, Volume 14Springer-Verlag., 1982 - Biological models |
Contents
0 | 1 |
Global Dynamics of | 25 |
Rates of Decay of Linkage Disequilibrium | 37 |
Copyright | |
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alveolar compartment analysis assortative mating assumed assumption asymptotic b₁ behavior bifurcation Biol bounded breathholding calculated consider corresponding critical manifold crosslinks decay rate defined denote differential equations diffusion distribution dt da dx dynamics eigenvalues epistasis evolution rate example exists fecundity FitzHugh-Nagumo equations follows function gene frequencies genetics given implies increases inequality infective initial inspiratory flow interval Lemma linear linkage disequilibrium locus Malthusian parameter Math Mathematical Biology mating maturation period mutation rate neutral rate nonlinear nonnegative obtain oscillator overdominant P₁ parameter periodic solution perturbation phase locking Poincaré map points population genetics positive equilibrium predator problem Proof protein pulmonary R₁ R₂ region replicon roots satisfies Section selection sequence species stable symmetric test gas Theorem travelling wave underdominant unstable V₁ values variable Volterra Volterra integral equations W₁ x₁ zero ди