Review for Final Exam

1
Review for Final Exam cs411/511

• Definitions (5 questions, 2 points each)
• Algorithm Analysis (3 questions, 3 points each)
• General Questions (3 questions, 2 points each)
• Programming Questions (3 questions, 5 points
  each)
• Hash Tables (2 questions, 5 points each)
• Stacks, Queues, Lists, Search, and Sort (2
  questions, 5 points each)
• Binary Trees (2 questions, 5 points each)
• Balanced Trees (2 questions, 5 points each)
• Multiway Trees and External Storage (2 questions,
  5 points each)
• Graph Algorithms (2 questions, 5 points each)

2
Definitions Algorithm Analysis

• Definitions
• Review all of the definitions discussed in class
• Review the previous quiz answers
• Algorithm Analysis
• Review all of the complexities that we discussed
• Consider best case, worst case, and average case
• Be able to explain why an algorithm has a given
  complexity

3
General QuestionsPrograming

• General Questions
• Review all of the previous quizzes
• Review tradeoffs between data structures and
  algorithms as discussed in class
• Review key parts of algorithms
• Review situations for which certain structures or
  algorithms apply
• Programming code
• Be able to declare nodes for each data structure
• Be able to show code for basic methods relating
  to linked lists, stacks, queues, sorts searches,
  and heaps

4
Hash Tables Stacks/Queues/Lists/Search/Sort

• Hash Tables
• Be able to insert elements into hash tables using
  linear probing, quadratic probing, secondary
  probing
• Be able to show separate chaining in pseudo code
• Stacks/Queues/Lists/Search/Sort
• Thoroughly understand push, pop, insert, remove,
  find algorithms
• Thoroughly understand binary and linear search,
  insertion/selection/bubble/quick sort/heap
  sort/merge sort algorithms

5
Binary TreesBalanced Trees

• Binary Trees
• Find, Insertion, deletion, find max, find min,
  find successor, find predecessor
• In-order, post-order, pre-order traversals
• Heap creation, trickle-down, trickle-up, remove
  min, adjust min, insert, remove
• Balanced Trees
• AVL, Splay, Red-Black Algorithms for insertion

6
Multiway TreesGraph Algorithms

• Multiway Trees
• B-trees, 2-3-4 trees
• Graph Algorithms
• Kruskal and Prim spanning tree algorithms
• Dykstras shortest path algorithm
• Topological sorts
• Breadth First and Depth First Search
• Approaches to Represent graphs in memory