'1 disks' presentation slideshows

Chapter 6

Recursion. Chapter 6. Recursion is a repetitive process in which an algorithm calls itself. Recursion. Decompose the problem from the top to the bottom. Then, solve the problem from bottom to the top. The statement that solves the problem is known as the base case .

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Recursion (Continued)

Recursion (Continued). Tail Recursion versus Iterative Looping Using Recursion Printing numbers in any base Computing Greatest Common Denominator Towers of Hanoi Analyzing Recursive Algorithms Misusing Recursion Computing Fibonacci numbers The Four Fundamental Rules of Recursion

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Recursion!

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Towers of Hanoi: Finding Boundaries

Towers of Hanoi: Finding Boundaries. Presented by: Shibo Fang Friday, August 6, 2010 Mentor: Dr. Ernst Leiss. Background. Towers of Hanoi: a classic problem Three poles to move disks on Goal is to move all disks to third pole Certain rules apply in movement of disks

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Representational Choices

Representational Choices. The Towers of Hanoi Problem. We will consider five Representational Choice for the Towers of Hanoi Problem. Graphical Extensional (Table) Extensional (Descriptive) Recurrence Relation (intensional) Pseudo-code (intensional).

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Tower of Hanoi

Tower of Hanoi. Tower of Hanoi is a mathematical puzzle invented by a French Mathematician Edouard Lucas in 1883. The game starts by having few discs stacked in increasing order of size. The number of discs can vary, but there are only three pegs. Tower of Hanoi.

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