论文信息 - Time-dependent solution of the logistic model for population growth in random environment

Time-dependent solution of the logistic model for population growth in random environment

The exact time-dependent solution as well as the stationary solution of the logistic model for population growth with varying carrying capacity is worked out in both the Stratonovich and Ito calculi by solving the forward Kolmogorov equation.

Prajneshu

[1] M W Feldman,et al. A population's stationary distribution and chance of extinction in a stochastic environment with remarks on the theory of species packing. , 1975, Theoretical population biology.

[2] T. MacRobert. Higher Transcendental Functions , 1955, Nature.

[3] E. K. Wong. The Construction of a Class of Stationary Markoff Processes , 1964 .