Can someone please help me understand the following Morris inorder tree traversal algorithm without using stacks or recursion ? I was trying to understand how it works, but its just escaping me.
This is not homework, this is an interview question. The catch here is 开发者_运维知识库that the algorithm should be constant space.
I\'m working on this homework where I need to print my binary search tree in preorder, postorder, and inorder. However, it seems like only my inorder method is working.I have used the following test c
How can I turn this tree structure [1, [2, [3, 4]], [5, [6, [7], 8]]] 1 2 3 4 5 6 7 8 .... into this \"reversed tree\" structure, which basically contains the paths from all the leaf nodes to 1 (t
Given this dependency graph: What\'s a \"good\" approach to iterate through it from bottom to top? My expected results for each \"cycle\" are:
Well, as in the title, I am having a problem due to those things. The problem is occurring due to line X which is while ($right[count($right)-1]<$row[\'rgt\']) { and this is in a function display_t
For my own exercises I\'m writing an XML-parser. To fill the tree I use a normal std::stack and push the current node on top after making it a child of the last top-node (should be depth-first?). So I
What is the time complexity of tree traversal, I\'m sure 开发者_如何学编程it must be obvious but my poor brain can not work it out right now.It depends what kind of traversal you are performing and th
So I wrote up this little peace of code as practice for myself... But i am getting in travers_inorder function at line *traverse_inorder(p->left)*memory access violation and program crashes.
Is there a way to do a DFT on a BeautifulSoup parse tree? I\'m trying to do something like starting at the root, usually , get all the child elements and then for each child element get their children
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