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How to determine the outcome of the recursive sequence $a_n=\frac{1}{\operatorname{abs}\left(a_{n-1}\right)-1}$
recursion
fixed-point-theorems
fixed-point-iteration
Fixed point iterations for real functions - depending on $f'(x)$?
numerical-methods
recurrence-relations
fixed-point-theorems
fixed-point-iteration
Prove existence of unique fixed point
fixed-point-theorems
fixed-point-iteration
banach-fixed-point
How to implement fixed points of functors in Java
java
functor
higher-kinded-types
catamorphism
fixed-point-iteration
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