The point p is a repelling point of f provided that there is an interval containing p such that if x is in the domain of f then f[n] (x) ® p as n increases without bond.
| The point
p is an attracting fixed point of f provided that there is
an interval containing p such that if x is in the domain of
f then f[n] (x) ®
p as n increases without bond. The point p is a repelling point of f provided that there is an interval containing p such that if x is in the domain of f then f[n] (x) ® p as n increases without bond. |
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