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7 matches found for 'permutation'

Cyclic Permutation

... with integers representing indices. For this example problem, suppose that we want to apply some permutation P to an array A. P and A will be both arrays with the same size, but different content.


Random Permutation

... integer index representing the indices to permute up to Approach Key insights into random permutation with arrays: If only k elements are permuted in an array of size n, the algorithm for random permutation should only cost k in time complexity.


Unique Permutations

... Given a collection of numbers that might contain duplicates, return all possible unique permutations. Example: Input: [1,1,2] Output: [ [1,1,2], [1,2,1], [2,1,1] ] Input nums - Array of integers Approach The brute force approach is to generate all permutations of \(nums\) and store them into an array.


Next Permutation

Problem Implement next permutation, which rearranges numbers into the lexicographically next greater permutation of numbers. If such arrangement is not possible, it must rearrange it as the lowest possible order (ie, sorted in ascending order).


Algorithm Interview Problems

Welcome This page contains solutions to common interview problems that may be encountered. Arrays Longest Substring Without Repeating Characters Rotate a 2D Matrix Buy/Sell Two Stocks Merge Intervals Next Permutation Random Permutation Replace all occurrences of a space with a string Linked Lists Reversing sublists of singly linked lists Cycles in singly linked lists Overlapping singly linked lists Merging two sorted singly linked lists Merge k sorted lists Recursion Counting the path of sums Money Denominations Phone Number Mnemonics Unique Permutation Dynamic Programming Perfect Squares Find the Maximum Min Path Binary Trees Tree Symmetry Iterative In-Order Traversal of a Binary Tree Construct a Binary Tree from Pre-Order Traversal and In-Order Traversal BST Validate a BST Binary Heaps Merge k sorted lists Graphs Find a path in a maze from start to finish Flip colors in a matrix Search Search in a rotated sorted array Find the Duplicate Number Greedy Algorithms Queue Reconstruction By Height Trie Build a Trie in Python Invariant Compute the max.


Algorithm Handbook

... (4) \(a, b, c => \theta, a, b, ab, c, ac, bc, abc\) (8) \(O(n!)\) Factorial run time (ex: string permutations) Example: \(a => a\) (1) \(ab => ab, ba\) (2) \(abc => abc, acb, bac, bca, cab, cba\) (6) Bit Operations Sequence of 1's to the right of position \( i \) \( 0000\)\(0000\) => \( 0000\)\(1111\), \(i = 5\) Shift 1 to the left by \(i\) times.


Phone Number Mnemonics in Python

Recursion is a great way to come up with permutations of strings or elements. Not necessarily because of the performance (iterative styles are usually faster) but because of simplicity and organization - like many algorithms with functional programming languages like Scala, recursive functions in general look neater, nicer, and easier to categorize.