• Algorithms, 4th edition
  • 1.  Fundamentals
    • 1.1  Programming Model
    • 1.2  Data Abstraction
    • 1.3  Stacks and Queues
    • 1.4  Analysis of Algorithms
    • 1.5  Case Study: Union-Find
  • 2.  Sorting
    • 2.1  Elementary Sorts
    • 2.2  Mergesort
    • 2.3  Quicksort
    • 2.4  Priority Queues
    • 2.5  Sorting Applications
  • 3.  Searching
    • 3.1  Symbol Tables
    • 3.2  Binary Search Trees
    • 3.3  Balanced Search Trees
    • 3.4  Hash Tables
    • 3.5  Searching Applications
  • 4.  Graphs
    • 4.1  Undirected Graphs
    • 4.2  Directed Graphs
    • 4.3  Minimum Spanning Trees
    • 4.4  Shortest Paths
  • 5.  Strings
    • 5.1  String Sorts
    • 5.2  Tries
    • 5.3  Substring Search
    • 5.4  Regular Expressions
    • 5.5  Data Compression
  • 6.  Context
    • 6.1  Event-Driven Simulation
    • 6.2  B-trees
    • 6.3  Suffix Arrays
    • 6.4  Maxflow
    • 6.5  Reductions
    • 6.6  Intractability
• Related Booksites
• Web Resources
  • FAQ
  • Data
  • Code
  • Errata
  • Lectures
  • Cheatsheet
  • References
  • Coursera MOOCs
    • Algorithms, Part I
    • Algorithms, Part II
  • Certificate Courses
    • Algorithms, Part I
    • Algorithms, Part II
  • Online Course
  • Programming Assignments

Errata for Algorithms, 4th Edition, Eighth Printing (August 2016)

CHAPTER 1

No errata reported at this time.

CHAPTER 2

No errata reported at this time.

CHAPTER 3

p. 452, Exercise 3.3.34

Printed:	There are 2, 7, and 122 such trees.
Fixed:	There are 2, 7, and 112 such trees.

Reported by Michael, 14-Oct-16.

p. 691, Exercise 4.4.45

Printed:	Develop an algorithm that breaks the linearithmic running time barrier
Fixed:	Develop an algorithm that breaks the E V running time barrier

Reported by Ruslan Rezin, 04-Nov-16.

CHAPTER 5

No errata reported at this time.

CHAPTER 6

No errata reported at this time.