ternary search complexity

Conditional ternary operator ( ? Search Type . PSE Advent Calendar 2022 (Day 11): The other side of Christmas. So, more or less it is similar to BST which stores data based on some order. Ternary search is a divide-and-conquer search algorithm. Visual representation of the Unimodal function (source: GeeksForGeeks). Applications of ternary search trees:1. As the lists are divided into more subdivisions, so it reduces the time to search a key value. T(n)=T(2n/3)+1, Solving the above equation, we get the time complexity to be o(log(n))o(log(n))o(log(n)). Though recursive solution will have method stacks for each recursive call making the space complexity as O(logn). Space complexity of Ternary search is O(1) as no auxiliary space is needed. Used in spell checks: Ternary search trees can be used as a dictionary to store all the words. I'm thinking possibly this: C (n) = C (n/3) + 1.5 Hi, I am creating the perfect textual information customized for learning. Find the maximum value of f(x)f(x)f(x) for integer xxx where 109