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JustAnAverageGuyadamant-pwn
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Fix typo in longest_increasing_subsequence.md
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src/sequences/longest_increasing_subsequence.md

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@@ -216,7 +216,7 @@ We now make two important observations.
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1. The array $d$ will always be sorted:
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$d[l-1] < d[l]$ for all $i = 1 \dots n$.
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This is trivial, as you can just remove the last element from the increasing subsequence of length $l$, and you get a increasing subsequence of length $l-1$ with a smalller ending number.
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This is trivial, as you can just remove the last element from the increasing subsequence of length $l$, and you get a increasing subsequence of length $l-1$ with a smaller ending number.
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2. The element $a[i]$ will only update at most one value $d[l]$.
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