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The extinction phenomenon is an important property for solutions of many evolutionary equations, especially for fast diffusion equations.
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The fitness effect and the effective population size generally appear as a product in many evolutionary and genetic calculations, so often equations reference the population-scaled fitness effect (for haploid organisms).
Later, many authors became interested in the extinction and nonextinction of all kinds of evolutionary equations.
In particular, impulsive fractional evolution equations are used to describe many practical dynamical systems in many evolutionary processes models.
Impulsive fractional differential equations are used to describe many practical dynamical systems in many evolutionary processes models.
The model is based on two evolutionary equations.
This scenario will not please many evolutionary biologists.
Traditionally, many evolutionary algorithm operators have biological inspiration.
There are many evolutionary algorithms for numerical optimization problems.
But many evolutionary psychologists don't think this way.
Many evolutionary lineages have recently come to an end; many, many more are likely soon to follow.
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