Created
February 27, 2011 02:37
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;; The goal here is to write an aggregator that takes in a sequence of | |
;; tuples of the form <tperiod, pixel-vector>, and returns tuples of | |
;; the form <pixel-index, min-time, max-time, timeseries>. | |
;; | |
;; We assume that we're receiving chunks for every month within the | |
;; range. We measure pixel-index as the position inside the chunk. | |
;; | |
;; Example: | |
;; (timeseries [[1 [7 4 2 1]] | |
;; [2 [1 2 3 4]] | |
;; [3 [3 4 3 2]] | |
;; [4 [4 8 7 5]] | |
;; [5 [1 5 3 2]]]) | |
;; | |
;; ;=> ([0 1 5 [7 1 3 4 1]] | |
;; [1 1 5 [4 2 4 8 5]] | |
;; [2 1 5 [2 3 3 7 3]] | |
;; [3 1 5 [1 4 2 5 2]]) | |
;; | |
;; Here's my first attempt: | |
(defn transpose | |
"Matrix transpose. Example: | |
(transpose [[1 2 3] [4 5 6] [7 8 9]]) | |
;=> [[1 4 7] [2 5 8] [3 6 9]]" | |
[a] | |
(vec (apply map vector a))) | |
;; Sample data at 130 months, 24000 pixels per chunk. | |
(def test-chunks | |
(for [period (range 130)] | |
(vector period (range 24000)))) | |
(defn timeseries [chunks] | |
(let [[periods series] (transpose chunks)] | |
(map-indexed #(vector %1 | |
(first periods) | |
(last periods) | |
%2) | |
(transpose series)))) | |
;; Why is this lazy? | |
(defn timeseries [tuples] | |
(let [[periods chunks] (apply map vector tuples) | |
periodize (partial vector | |
(first periods) | |
(last periods)) | |
tupleize (comp periodize vector)] | |
(map-indexed cons (apply map tupleize chunks)))) | |
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