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Full-Text Articles in Physical Sciences and Mathematics
Mathematica Program To Compute Klein Gordon Equation For Generic Black Holes, Brant Smith
Mathematica Program To Compute Klein Gordon Equation For Generic Black Holes, Brant Smith
Physics Capstone Projects
The goal of this project is to develop a program that will compute the Klein Gordon equation for generic Black Holes through the program Mathematica. This program will be available on Utah State websites for public usage. This project focuses on an understanding of General Relativity and more concretely on theoretical aspects of Black Holes. Developing the program begins with computing the Laplace equation in flat space to understand what it means to have empty space without a Black Hole. The Klein Gordon equation for a Schwarzschild Black Hole is then solved to show what happens once a static, non-rotating …
Remarks On Legendrian Self-Linking, Chris Beasley, Brendan Mclellan, Ruoran Zhang
Remarks On Legendrian Self-Linking, Chris Beasley, Brendan Mclellan, Ruoran Zhang
Mathematics and Statistics Faculty Publications
The Thurston-Bennequin invariant provides one notion of self-linking for any homologically-trivial Legendrian curve in a contact three-manifold. Here we discuss related analytic notions of self-linking for Legendrian knots in R3. Our definition is based upon reformulation of the elementary Gauss linking integral and is motivated by ideas from supersymmetric gauge theory. We recover the Thurston-Bennequin invariant as a special case.
Frg: Collaborative Research: Homotopy Renormalization Of Topological Field Theories, Nathan Geer
Frg: Collaborative Research: Homotopy Renormalization Of Topological Field Theories, Nathan Geer
Funded Research Records
No abstract provided.
Multiage Classrooms: A New Way To Learn Math, Martha Taylor Dever, Randy Zila, Noel N. Mansano
Multiage Classrooms: A New Way To Learn Math, Martha Taylor Dever, Randy Zila, Noel N. Mansano
Teacher Education and Leadership Faculty Publications
No abstract provided.