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According to Wikipedia, a ballot is a device used to cast votes in an election. The main purpose of using ballots is to record the opinions of electorates and their preferences of the candidates. Ballots come in many physical forms, such as a piece of paper or a digital document stored in a computer. The actual format of a ballot is called voting system. In this study, we will study how various voting systems are designed and reveal the mathematical reasons in designing these voting systems.
 
According to Wikipedia, a ballot is a device used to cast votes in an election. The main purpose of using ballots is to record the opinions of electorates and their preferences of the candidates. Ballots come in many physical forms, such as a piece of paper or a digital document stored in a computer. The actual format of a ballot is called voting system. In this study, we will study how various voting systems are designed and reveal the mathematical reasons in designing these voting systems.
 
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<!--There’s other voting ballots that have been used. (i.e., Approval voting, Copeland Method, Kemeny-Young method…) Body(We introduce 3 or 4 method in this part)-->
 
 
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Revision as of 08:14, 28 November 2013

Ballots: what is out there?

A team project for MA279, Fall 2013

Team members: Qianyu Deng, Sui Fang, Weichen Gai, Chenkai Wang, Bolun Zhang


Introduction

According to Wikipedia, a ballot is a device used to cast votes in an election. The main purpose of using ballots is to record the opinions of electorates and their preferences of the candidates. Ballots come in many physical forms, such as a piece of paper or a digital document stored in a computer. The actual format of a ballot is called voting system. In this study, we will study how various voting systems are designed and reveal the mathematical reasons in designing these voting systems.


Method 1

  1. Background

  2. Method
  3. Abortion reason

Method 2

  1. Background
  2. Method
  3. Abortion reason

Method 3

  1. Background
  2. Method
  3. Abortion reason

Conclusion


Bibliography

  1. Ballots. Retrieved from Wikipedia: http://en.wikipedia.org/wiki/Ballot

Back to MA279 Fall 2013

Alumni Liaison

Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett