Class
Article
College
College of Science
Faculty Mentor
Ian Anderson
Presentation Type
Poster Presentation
Abstract
The mathematics of integrable systems and soliton equations describe physical behavior in practical applications such as optical fibers and magnetic fields, as well as many other practical applications. My research is expanding this field, and making this mathematics readily useful to engineers, scientists, and mathematicians by creating a software toolkit that will be able to make complex computations for integrable systems and their properties, deriving new operators in the process. This toolkit will provide ready access to integrable systems results for both professionals and non-experts alike. Part of this toolkit is a database of metadata for these integrable systems, some of which is available in the literature. For those properties that are not, I am writing programs to automatically derive these properties from the system itself by using and modifying algorithms laid out in recent research.
Location
The North Atrium
Start Date
4-12-2018 3:00 PM
End Date
4-12-2018 4:15 PM
Computer Toolkit for Integrable Systems
The North Atrium
The mathematics of integrable systems and soliton equations describe physical behavior in practical applications such as optical fibers and magnetic fields, as well as many other practical applications. My research is expanding this field, and making this mathematics readily useful to engineers, scientists, and mathematicians by creating a software toolkit that will be able to make complex computations for integrable systems and their properties, deriving new operators in the process. This toolkit will provide ready access to integrable systems results for both professionals and non-experts alike. Part of this toolkit is a database of metadata for these integrable systems, some of which is available in the literature. For those properties that are not, I am writing programs to automatically derive these properties from the system itself by using and modifying algorithms laid out in recent research.