Created
January 10, 2017 21:26
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(defn naive-fibonacci [n] | |
(condp = n | |
0 1 | |
1 1 | |
(+ (naive-fibonacci (- n 1)) | |
(naive-fibonacci (- n 2))))) | |
(defn fibonacci-draft | |
([n] | |
(fibonacci-draft n 0 1)) | |
([n acc0 acc1] | |
(condp = n | |
0 (+ acc0 0) | |
1 (+ acc1 1) | |
(let [p1 (- n 1) | |
p2 (- n 2)] | |
(recur p1 (+ acc0 p1) (+ acc1 p2)))))) | |
(defn fibonacci | |
([n] | |
(fibonacci n 0 1)) | |
([n acc0 acc1] | |
(if (= n 0) | |
acc0 | |
(recur (dec n) acc1 (+ acc0 acc1))))) |
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