I need to come up with an algorithm which performs n remove(x)operations on a left-child-right-sibling tree with n nodes intheta(n*log(n)) time. The remove(x) procedure is supposed to removethe subtree starting at x and after the n operations of remove(x),nodes in different subtrees must have different “color”attributes.
Obviously the problem can be solved naively in theta(n^2). Ican’t see how this boundary can be reduced though.
if you can please come up with simple pseudocode and explanatorynotes if you can
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