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Recommended courses about the Monkey King Selection Program

巴扎黑
巴扎黑Original
2017-06-13 14:34:442171browse

Today I will implement a Joseph Ring algorithm. The following is an interview question from Sina: m monkeys sit in a circle, numbered from 1 to m in a clockwise direction. Then start counting from monkey No. 1 in a clockwise direction from 1, and the n monkey is out. Then count again from the next position of the monkey who just got out. Repeat this until there is only one monkey left, which is the king. Design and write a program to achieve the following functions: (1) The user is required to input the monkey number m at the beginning and the last number n reported. (2) Give the initial number of the elected Monkey King. This question is a typical Joseph Ring problem, the "monkey chooses the king" problem. Note: This example passed the test under python2.7, but was not tested under python3. Interested students can communicate in the group and code directly: #!/usr/bin/python #coding=utf-8 #Joseph Ring Algorithm - Monkey Choosing the King Problem ​ def king(m,n): dd&

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Recommended courses about the Monkey King Selection Program

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Introduction: The monkey chooses the king, the monkey king. The monkey chooses the king, the monkey king. A group of monkeys line up in a circle and are numbered according to 1, 2, and n. Then start counting from the 1st one, count to the mth one, kick it out of the circle, start counting from behind it, and count to

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Series Introduction: PHP Number 3 Return 1 Object -oriented Writing & LT;? PHP // Use object -oriented method to write the monkey selection king to achieve the same number 3 retreat 1 class monkey {/*** define monkeys class* Attribute Number $id Example of algorithm for choosing the king problem. Example of Algorithm for Implementing Monkey to Choose King Problem in PHP The following is an example of Algorithm for Implementing Monkey to Choose King Problem in PHP. The example in this article describes how to implement the monkey-choosing-king problem algorithm in PHP. Share with everyone

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