Mitchell Scott
Computational Math PhD Student at Emory University | Scientific Computing, Numerical Analysis, Mathematical Modeling
- Role
- Teaching Assistant at Emory University Laney Graduate School
- Location
- Atlanta, GA, US
- LinkedIn followers
- 500 followers
About Mitchell Scott
I am a first year PhD student at Emory University, studying computational mathematics and computer science. with a background in computational biological engineering. While I have had many opportunities for hands-on experience- undergraduate biophysics researcher, biorobotics competitor, in-silico modeler- my love for mathematics, particularly applied and computational mathematics has been central to my career and education. While, I am just starting my program at Emory, my research interest of scientific computing have been integral to my studies since taking my first numerical analysis course at Cornell and all throughout my time at Tufts. I have also been a course grader/ teaching assistant (Calculus I and Numerical Analysis sequence), given talks about quantum computing algorithms, and defended novel research on the topic of using tensor based approximations on a discretized fractional partial differential equations. I am looking for opportunities to further my academic career through internships, summer seminars/ schools, and academic conferences.
Experience
Teaching Assistant
Emory University Laney Graduate School
Jan 2024 — Present · Atlanta, GA, US
Math 315 (Numerical Analysis)- Spring 2023- Wrote solutions and rubrics for 10 homework given to 33 students- Designed 11 coding lab sections and facilitated weekly office hours to provide individualized feedback on math and coding work- Lectured (75 minutes) on 3 advanced topics in numerical linear algebra.
Education
Cornell University
Bachelor of Science - BS, Biological/Biosystems Engineering
Emory University
Master of Science - MS, Computer Science
Tufts University
Master of Science - MS, Computational and Applied Mathematics
Emory University
Doctor of Philosophy - PhD, Computational and Applied Mathematics
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