Luke Martin CV: Career

Career

Job Title	Employer	Dates	Responsibilities
Math Tutor	Gonzaga University Math Department	September 2021 - Present	Effectively communicated mathematical ideas Specialized in calculus and discrete mathematics Demonstrated computational and proof-based problem solving
Math Research	Gonzaga University Math Department	November 2021 - Present	Researched in graph theory with Drs. McKenzie and Overbay Presented at multiple conferences Awarded Best Presentation at PiMUC 2022
Math REU Participant	Texas State University Math Department	June 2022 - August 2022	Wrote and reviewed mathematical writing to be published in academic journals Researched in computational algebra, commutative algebra, and graph theory Effectively worked in a team of four students

Möbius Book Embeddings, Nicholas Linthacum, Luke Martin, Thomas McKenzie, Shannon Overbay, and Line Ai Tan, 2022 (Submitted).
Classifying Solvable Primitive Permutation Groups of Low Rank, Mallory Dolorfino, Luke Martin, Zachary Slonim, Yuxuan Sun, and Yong Yang, 2022 (Submitted).
On the Characterization of Sporadic Simple Groups by Codegrees, Mallory Dolorfino, Luke Martin, Zachary Slonim, Yuxuan Sun, and Yong Yang, 2022 (In Progress).
On the Book Thickness of Total Graphs of Commutative Rings, Mallory Dolorfino, Luke Martin, Zachary Slonim, Yuxuan Sun, and Yong Yang, 2022 (In Progress).

Möbius Book Embeddings and Applications, 2022 Pacific Inland Mathematics undergraduate conference (PiMUC), Washington State University, Pullman, WA, April 9, 2022.
Möbius Book Embeddings and Applications, 53rd Southeastern International Conference on Combinatorics, Graph Theory and Computing, Florida Atlantic University, Boca Raton, FL (Virtual), March 7-11, 2022.

Möbius Book Embeddings, Nicholas Linthacum, Luke Martin, Thomas McKenzie, Shannon Overbay, and Line Ai Tan, 2022.
On the Characterization of Alternating Groups by Codegrees, Mallory Dolorfino, Luke Martin, Zachary Slonim, Yuxuan Sun, and Yong Yang, 2022.