Mathematics science fair projects from 2017

Browse real student projects, abstracts, and awards.

55 projects · showing 1–30 2017 — clear year filter Mathematics — clear category filter Clear all

ISEF · 2017

A 6-Chromatic Unit Distance Graph in Space

Mathematics Fourth Award

The chromatic number of the n-dimensional Euclidean space is the minimum number of colors with which the entire space can be colored so that every two points one unit apart have different co…

ISEF · 2017

A Method for Analyzing Basketball Teams

Mathematics

A Method for Analyzing Basketball Teams started as an attempt to use statistics to analyze our team's offense. Eventually it grew into a data collection and analysis software. There are thre…

ISEF · 2017

An Addition to the Problem of Points

Mathematics

The problem of points is a historical problem confronted by many mathematicians throughout history. It presents an interrupted series of games and asks the question of how the probabilities…

ISEF · 2017

An Exploration in Textual Analysis

Mathematics

The internet’s expansion has increased the data available to researchers, allowing analysis to make insights into human behavior. This project statistically analyzes trends in computer scien…

ISEF · 2017

Benford's Law: Fact or Fiction?

Mathematics

This project investigates the phenomena modeled by Benford’s law. Our experimentation aims to observe the credibility of Benford’s law at multiple sample sizes, by testing the use of it with…

ISEF · 2017

Cylindrical Deformation of Triangles

Mathematics

The study depicts the mapping of the triangle on the cylindrical surface, i.e. the cylindrical deformation of the triangle. The described mapping is characterized by a curious geometric prop…

ISEF · 2017

Discrete Ricci Flow on Discrete 3-Manifolds

Mathematics Second Award

In this project, Ricci flow and normalized Ricci flow were studied in a discrete 3-dimensional setting, where the manifold of interest is the boundary of a 4-simplex. This manifold is the di…

ISEF · 2017

Encryption with Irrational Numbers

Mathematics

Our purpose is to produce high security encryption algorithms by using the irregularity of decimal expansions. Different from other methods, we make use of the irregularity of irrational num…

ISEF · 2017

Generalized Problem of Apollonius

Mathematics Fourth Award

Problem of Apollonius is a famous geometric problem. Apollonius of Perga posed it in the 3d century BC. The statement of the problem: construct (by straightedge and compass) a circle that is…

ISEF · 2017

Ideal k-Surface

Mathematics

While studying the Second row (the second degree equation) surfaces with the method of coordinates we have noticed that in the Canonical system while we were cutting the surface with paralle…

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