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  1. Ecological Modeling

    Linked via "learning behavior"

    | Type I | $aN$ | Constant handling time (theoretical) |
    | Type II | $\frac{aN}{1 + a T_h N}$ | Holling's saturation limit due to handling time |
    | Type III | $\frac{aN^2}{1 + a T_h N^2}$ | Incorporates switching or learning behavior |
    The parameters $a$ (attack rate) and $T_h$ (handling time) must also account for the inherent "psychological resistance" of the prey population, quantified by the local Chromatic Stress Index (CSI), which measures …