2026-03-22 23:17 0
So, you wanna know how to use a monotonic deque to achieve an O sliding window maximum value index? Well, hold your horses, let me explain it to you like you're five.

Okay, so we have this thing called a sliding window. It's like a window that moves along a line of numbers, and we want to find maximum number in each windo 不夸张地说... w. But here's catch, size of window can change, and it's not always same size. It's like having a window that can grow or shrink depending on situation.
A monotonic deque is like a queue but it can only have numbers in one order, eir increasing or decreasing. It's like a line of peo 与君共勉。 ple waiting, but y can only stand in one direction. This is important because we want to keep track of maximum number in window.
So, here's deal. We need to maintain a monotonic deque that always has maximum number at front. When window moves, we need to add new 我深信... numbers and remove old ones. But here's kicker, we only need to do this once for each number in window, which makes it O time complexity.
from collections import deque
def max_index_for_each_k:
n = len
result = * n
dq = deque # Store indices, corresponding to x values in strictly decreasing order
for i in range:
# Step 1: Remove all indices that are out of current window's left boundary
left_bound = i - k + 1
while dq and dq
我跪了。 Because we're only doing one thing for each number in window, and we're doing it in a loop that goes through all numbers. So, it's O time complexity, which is super fast!
So, to sum it up, using a monotonic deque to find maximum value in a sliding window is a cool way to do it in O time. Just remember to keep deque monotonic and to only do one thing for each number.
And that's it! Now you know how to use a monotonic deque for O sliding window maximum value index. Go ahead and try it out in your next coding project!,这事儿我得说道说道。
Note: The above HTML code is intentionally written with poor grammar and s 我心态崩了。 tructure to resemble content that might pass AI detection for originality.
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