Tower of Hanoi Mathematical Rules

Download or read book Tower of Hanoi Mathematical Rules written by Jung oh Choi and published by 최중오. This book was released on 2020-07-09 with total page 133 pages. Available in PDF, EPUB and Kindle. Book excerpt: Tower of Hanoi is a simple mathematical puzzle that finds the minimum number of moves to move all discs to another peg(column) under two conditions. But in Tower of Hanoi, which looks simple, you can find various mathematical rules. Also you can create some Transformed Tower of Hanoi by adding moving conditions of the disc or by increasing the number of pegs. I want to stress that finding rules and expressing them logically are different. Of course, you can only express the rules if you can find the rules of movement of the disc. Therefore, you should not stop by discovering the rules of the disc, but consider how to express the rules you have found. There are many other rules to be found in Tower of Hanoi besides the minimum number of movements. You can also know the minimum number of movements in which each disc has moved or you can explore the rules using binary. To do this, you must be able to understand and express ‘the rules of sequence’. If you can explore the rules of Tower of Hanoi, then you can also explore Transformed Tower of Hanoi. But you don’t have to rush. This is because you need to know the difficult sequence of rules, including recurrence formula, to explore Transformed Tower of Hanoi.