A594 Data Structures Qualifying Test Study Guide

A594 Data Structures Qualifying Test Study Guide

A594 Data Structures Qualifying Test Study Guide 1. Linked Lists, Object Oriented Approach i. List operations: insert nodes, delete nodes, traversal ii. List container, list iterators iii. Standard Template Library lists 2. The Stack and Queue Abstract Data Types (ADT) i. Definition as an ADT ii. Linked list and array implementations iii. Applications 3. The C++ Standard Template Library (STL) i. Lists, vectors, stacks, queues, dictionaries (maps), union-find 4. Measuring Algorithm Performance i. Definitions of Big-Oh, Big-Theta, Big-Omega ii. Basic operation, complexity function iii. Counting loop iterations and recursive calls 5. The Table ADT, Hash Tables i. Table ADT definition, applications ii. Definition of a hash table iii. Examples of Hash functions for integers and strings iv. Collision resolution schemes, implementation 6. Binary Trees i. Definition, ii. Node struct implementation iii. Tree operations, inserting and deleting nodes iv. Tree traversal, pre-order, post-order, in-order 7. Recursion, Tail Recursion 8. Binary Search Trees, AVL Trees, Red-Black Trees i. Definition of a BST ii. Search, insert, and remove from a BST iii. AVL: Height-Balanced trees definition iv. Insert and remove from an AVL tree, rotations v. Definition of a Red-Black tree, insert and remove functions 9. B-Trees, Splay Trees, General Trees i. Node struct for a general purpose tree 10. The Priority Queue ADT i. Min-queues and Max-queues ii. Heap definition and array representation iii. Insert and percolate up iv. Delete and percolate down 11. Sorting Algorithms i. O(n2) sorts: Selection Sort, Insertion Sort, Bubble Sort ii. O(n log(n)) sorts: Quicksort, Merge Sort, Heapsort iii. Other sort: Bucket sort, Radix sort 12. Finite Graphs i. Definition, applications ii. Directed-undirected, weighted, path, cycle, connectivity iii. Breadth-first search, depth-first search iv. Dijkstra's Shortest Path Algorithm, v. The Collection of Disjoint Sets (Union-Find) ADT vi. Minimum Spanning Tree, Kruskal’s and Prim’s algorithms .

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