Basin of Attraction through Invariant Curves and Dominant Functions
We study a second-order difference equation of the form ₙ₊₁= ₙ(ₙ₋₁) + ℎ, where both () and () are decreasing. We consider a set of invariant curves at ℎ = 1 and use it to characterize the behaviour of solutions when ℎ > 1 and when 0 < ℎ < 1.The case ℎ > 1 is related to the Y2K problem. F...
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| Format: | article |
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2015
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| Online Access: | http://hdl.handle.net/11073/16678 |
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