摘要: Let ẋ= f (x) be a fundamental system and let ẋ = f ⅅ(x) be its Poincaré compactification. In this chapter we describe all the global phase portraits of the compactified system ẋ = fⅅ (x) and we study how they vary with the parameters (D, T, d, t). Using the topological equivalence relation, we present the bifurcation set in the fundamental parameter space ℝ4.
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