In a binary tree, a maximum of 2Lnumber of nodes can be present at any level L. But, It is very unlikely that each level will have 2Lnumber of elements. There may be a lesser number of elements at any level due to the absence of nodes. For example, The maximum width of the binar...
Given a binary search tree (BST) with duplicates, find all themode(s)(the most frequently occurred element) in the given BST. 给定具有重复项的二叉搜索树(BST),找到给定BST中的所有众数(最频繁出现的元素)。 Assume a BST is defined as follows: 假设BST定义如下: The left subtree of a node con...
Another solution to the problem is by traversing the tree from bottom and checking if it is BST using its child nodes. For this the node, we will keep track for If it is a BST or not. The value of maximum element, in case of left subTree. Minimum element, in case of right su...
Given a binary search tree (BST) with duplicates, find all themode(s)(the most frequently occurred element) in the given BST. Assume a BST is defined as follows: The left subtree of a node contains only nodes with keysless than or equal tothe node's key. The right subtree of a node...
We also have theindex()function in Python that returns the index of the given element if it is present in the list. If not, then it throws aValueError. To get the index of the maximum element in a list, we will first find the maximum element with themax()function and find its index...
disp(massive) fori = 1:m strr = massive(:,i); forj = 1:n % % And there should be a function that compares the elements, selects the minimum in the column and then compares which one is the maximum. I can't figure out what it should be....
C++ Exercises, Practice and Solution: Write a C++ program to find the maximum element in a stack (using an array).
Since the array is increasing first & then decreasing so the maximum element would be the last one in the increasing series & the first one in the decreasing series. SO we can ignore the increasing part and check if the next element is decreasing or not. As soon as we fin...
Java program to find the maximum element of an array using recursion. classRecursiveMax{publicstaticvoidmain(String[]args){int[]arr={10,5,7,9,15,6,11,8,12,2,3};intmax=recursiveMax(arr, arr.length);System.out.println("Maximum element: "+max);}staticintrecursiveMax(int[]arr,intlength...
Tofind a largest or maximum element of a vector, we can use*max_element() functionwhich is defined in<algorithm>header. It accepts a range of iterators from which we have to find the maximum / largest element and returns the iterator pointing the maximum element between the given range. ...