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Solution.rkt
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49 lines (44 loc) · 1.95 KB
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; #Hard #Top_100_Liked_Questions #Array #Heap_Priority_Queue #Sliding_Window #Queue
; #Monotonic_Queue #Udemy_Arrays #Big_O_Time_O(n*k)_Space_O(n+k)
; #2025_02_15_Time_62_ms_(100.00%)_Space_137.01_MB_(100.00%)
(require racket/contract)
(define/contract (max-sliding-window nums k)
(-> (listof exact-integer?) exact-integer? (listof exact-integer?))
(if (= k 1)
nums ; Special case where each window is just a single number
(let* ([n (length nums)]
[nums-vec (list->vector nums)]
[capacity n]
[dq (make-vector capacity 0)]
[head (box 0)]
[tail (box 0)]
[result '()])
;; Helper functions for deque operations
(define (deque-empty?) (= (unbox head) (unbox tail)))
(define (deque-push-back! idx)
(vector-set! dq (unbox tail) idx)
(set-box! tail (modulo (+ (unbox tail) 1) capacity)))
(define (deque-pop-back!)
(set-box! tail (modulo (- (unbox tail) 1) capacity)))
(define (deque-front) (vector-ref dq (unbox head)))
(define (deque-pop-front!)
(set-box! head (modulo (+ (unbox head) 1) capacity)))
(define (deque-back)
(vector-ref dq (if (= (unbox tail) 0) (- capacity 1) (- (unbox tail) 1))))
(define (pop-back-while cur)
(when (not (deque-empty?))
(when (< (vector-ref nums-vec (deque-back)) cur)
(deque-pop-back!)
(pop-back-while cur))))
;; Iterate through nums
(for ([idx (in-range n)])
(let ([cur (vector-ref nums-vec idx)])
(pop-back-while cur)
(deque-push-back! idx)
(when (and (>= idx k)
(not (deque-empty?))
(equal? (deque-front) (- idx k)))
(deque-pop-front!))
(when (>= idx (sub1 k))
(set! result (cons (vector-ref nums-vec (deque-front)) result)))))
(reverse result))))