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\(n^{1/2}-n^{1/3}=O(n^{1/3})\)
\(n^{1/2}-n^{1/3} = n^{1/3}\cdot (n^{3/2}-1)\) 㧠\(n^{3/2}-1\notin O(1)\) ãããï¼ãããï¼ã
\(n^{1/k}\) ã¾ã§ã«ã¼ããã¦ä¸ä¸ã§åãããã¤ãèããã¨ãã«ãªããåéããã¡ããã¨ããããã\(k=2\) ã§ãããããã
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\(\langle o(n\log(n)), o(\log(n))\rangle\) ã®æ´æ°å¯è½ RMQ
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