Karen M. Page and Martin A. Nowak, “Unifying Evolutionary Dynamics.” Journal of Theoretical Biology 219 (2002): 93–98 (PDF). Abstract:

Darwinian evolution is based on three fundamental principles, reproduction, mutation and selection, which describe how populations change over time and how new forms evolve out of old ones. There are numerous mathematical descriptions of the resulting evolutionary dynamics. In this paper, we show that apparently very different formulations are part of a single unified framework. At the center of this framework is the equivalence between the replicatorâ€“mutator equation and the Price equation. From these equations, we obtain as special cases adaptive dynamics, evolutionary game dynamics, the Lotka-Volterra equation of ecology and the quasispecies equation of molecular evolution.

Page and Nowak disavow interest in explicitly spatial models, although they do incorporate frequency-dependent selection by writing the fitness of strategy $$i$$ as a function of the population distribution:

$$f_i(\vec{x}) = f_i(x_1, x_2, \ldots, x_n),$$

where $$x_i$$ denotes the frequency of strategy $$i$$.