Created
July 11, 2011 14:59
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(defn neighbours-fn [w h n] | |
(letfn [(has-w [i] (not (zero? (rem i w)))) | |
(pos-w [i] (dec i)) | |
(has-n [i] (>= i w)) | |
(pos-n [i] (- i w)) | |
(has-e [i] (not (zero? (rem (inc i) w)))) | |
(pos-e [i] (inc i)) | |
(has-s [i] (< i (* w (dec h)))) | |
(pos-s [i] (+ i w))] | |
(let [pred-pos-m {:w [has-w pos-w] | |
:n [has-n pos-n] | |
:e [has-e pos-e] | |
:s [has-s pos-s] | |
:nw [#(and (has-n %) (has-w %)) (comp pos-w pos-n)] | |
:ne [#(and (has-n %) (has-e %)) (comp pos-e pos-n)] | |
:sw [#(and (has-s %) (has-w %)) (comp pos-w pos-s)] | |
:se [#(and (has-s %) (has-e %)) (comp pos-e pos-s)]} | |
j (apply juxt (map #(let [[pred pos] (pred-pos-m %)] | |
(fn [i] (if (pred i) (pos i) -1))) | |
n))] | |
(fn [i] (filter (complement neg?) (j i)))))) | |
(defn xy-idx-fn [w] | |
(fn [x y] | |
(+ (* w y) x))) | |
(defn idx-xy-fn [w] | |
(fn [i] | |
(let [y (quot i w) | |
x (rem i w)] | |
[x y]))) |
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