In the 1960s Ralph Fox introduced a tool of knot theory called colorability. Briefly, a knot is n-colorable if the diagram for that knot can be decorated with numbers 1, 2, . . . , n subject to a simple constraint at each ...

Bertini2 is a mathematical package which allows researchers, industry professionals, and others to solve arbitrary polynomial systems. The goal of this project is to make Bertini available in the Conda package manager in ...

The Pisano periods and entry points in the Fibonacci sequence has been a well-studied subject since D.D. Wall’s seminal paper in 1960. The Pisano period is the length of consecutive sequence terms which repeat infinitely ...

Our continuing work is to make assemblable models of algebraic surfaces. We create our art aiming to represent the surfaces with as much accuracy as possible, which is difficult due to computing directions of plugs and ...

The Lotka-Volterra system of differential equations is commonly used to model predator-prey relationships. This research focuses on the discretization of the nonlinear differential equations using the framework of time ...

Analytics have generally been less utilized in women’s professional tennis, as compared to other professional sports. An article by a tennis-analytics expert highlights some reasons: lack of consistent data from major lawn ...

Sonia Kovalevsky Day is a one day workshop for middle and high school girls and non-binary students that aims to introduce them to new mathematical concepts as well as inform them about different careers available to them ...

Scheduling classes is a challenging and time-consuming task. The mathematical technique of linear programming has the potential to simplify this challenge, by building a model of linear constraints to find the most optimal ...

As antiparasitic research moves towards high-content and high-throughput phenotypic screening, computation of large imaging datasets will play a significant role. The data generated by automated microscopy is invaluable ...