ch5-2-tree-traversal-method - Binary Tree Traversal Methods...

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Binary Tree Traversal Methods In a traversal of a binary tree, each element of the binary tree is visited exactly once. During the visit of an element, all action (make a clone, display, evaluate the operator, etc.) with respect to this element is taken.
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Binary Tree Traversal Methods Preorder Inorder Postorder Level order
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Preorder Traversal void preOrder(treePointer ptr) { if (ptr != NULL ) { visit(t); preOrder(ptr->leftChild); preOrder(ptr->rightChild); } }
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Preorder Example (Visit = print) a b c a b c
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Preorder Example (Visit = print) a b c d e f g h i j a b d g h e i c f j
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Preorder Of Expression Tree + a b - c d + e f * / Gives prefix form of expression! / * + a b - c d + e f
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Inorder Traversal void inOrder(treePointer ptr) { if (ptr != NULL ) { inOrder(ptr->leftChild); visit(ptr); inOrder(ptr->rightChild); } }
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Inorder Example (Visit = print) a b c b a c
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Inorder Example (Visit = print) a b c d e f g h i j g d h b e i a f j c
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Inorder By Projection (Squishing) a b c d e f g h i j g d h b e i a f j c
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Inorder Of Expression Tree + a b - c d + e f * / Gives infix form of expression (sans parentheses)!
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