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Homoclinic tangencies: moduli and topology of separatrices
Published online by Cambridge University Press: 19 September 2008
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We consider two-dimensional diffeomorphisms φ: M → M. For a fixed point p, i.e., p ∈ M and φ(p) = p, we say that q is homoclinic to p if p ≠ q and if both limi→+∞φi(q) and limi→−∞φi(q) are equal to p.
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- Copyright © Cambridge University Press 1993
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