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Author(s): Grossberg, S. |
Year: 1977
Citation: Journal of Differential Equations, 23, 335-367.
Abstract: This paper develops a geometric approach to singular perturbation problems. Results are used to study a general model of a biological process (e.g., nerve impulse, heartbeat, muscle contraction) consisting of a differential equations couple with l slow and m fast equations. The slow (fast) equations correspond to subprocesses whose rates are slow (fast) relative to the rate of the primary phenomenon.
