Zombie Abstract

The purpose of this research paper is to introduce mathematical models that can be applied to any scenario imaginable. The models help to illustrate and calculate any given scenario or possible outcome.  The scope of this paper is to give a detailed equation on how to calculate all the possible results of a disease expanding very fast. In this case the example of a zombie infection is used to demonstrate the dynamic applicability of the models. By incorporating realistic factors and assumptions, the models illustrate the possible outcomes of a zombie apocalypse and also the recommended solutions to avoid the eradication of humanity.  The paper first introduces a basic model, which only works with a limited amount of possibilities. Further models are introduced in which more factors are incorporated and the mathematical possibilities become more and more realistic throughout the paper. It becomes apparent that with these mathematical equations any realistic or even unrealistic scenario can be illustrated and it can be expanded upon unlimited assumptions and factors. These mathematical models are important as they can help to model biological processes or in this case they could help us to develop a strategy for fighting off a zombie infection and prevent a zombie apocalypse from exterminating humanity .This paper reveals the fact that with mathematical analysis anything can be modeled and calculated, therefore dangerous outcomes can be avoided beforehand. 

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