in-order traversal

in-order traversal

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In in-order traversal, if a node has m subtrees, we visit the nodes in the first m/2 subtrees, visit the node itself, and then visit the nodes in the remaining m/2 subtrees.
Algorithm for In-Order Traversal of the Rooted Directed Minimum-weight Spanning Tree Input: Rooted Directed Tree rd-MST ([V.
With the tree traversal algorithms, especially the post-order and in-order traversal algorithms, the nodes are relatively more equally spaced in the resulting chain and thus the energy lost per node does not vary significantly along the chain.