Joshua Wauchope (Ph.D. advisee)
Project:
Permutation orbifolds of fermion vertex algebras (Spring 2018 - present)
Currently: Ph.D. student at University at Albany (SUNY)
Jude Quintero
Project:
Finite group orbifolds of the rank two Heisenberg vertex algebra (Summer 2018)
Currently: Engineering Physics/Mathematics Major at Randolph College (expected graduation: Spring 2020)
Hanbo Shao
Projects:
Paper: \(\mathbb{Z}_2 \) invariants of the rank n free fermion algebra (Summer 2016)
posterPaper: Permutation orbifolds of the Heisenberg vertex algebra: \( \mathcal{H}(3)\) (AY 2017-2018)
Thesis: Invariant subspaces of the rank 2 Heisenberg vertex algebra (AY 2017-2018)
slides, poster
Currently: M.S. student in Operations Research at Georgia Institute of Technology.
Project:
Currently: Ph.D. student in Mathematics at Colorado State University.
Olivia Chandrasekhar
Projects:
Paper: \(\mathbb{Z}_2 \) invariants of the rank n free fermion algebra (Summer 2016)
slidesThesis: \(\mathbb{Z}_2 \) invariants of the bosonic ghost algebra (AY 2016-2017)
Currently: Data analyst at Lexidyne, Colorado Springs
Nick Kramer
Project:
Thesis: A universal algebra approach to multi-valued logic (AY 2015-2016)
Projects:
Thesis: On the equivalent axioms defining vertex algebras. (AY 2014-2015)
Paper: Principal subspaces of twisted modules of certain lattice vertex operator algebras (AY 2015-2016)
Currently: Ph.D. Student in Mathematics at University of Oregon
Project:
Thesis: Using hats, light bulbs, and the Hydra to explore problem solving in high school students. (AY 2014-2015)
Currently: High school math teacher, Peak to Peak Charter School, Lafayette, CO
Project:
A certain finitization of \( \hat{\mathfrak{sl}}\)-modules and free resolutions (AY 2013-2014)
Currently: Ph.D. Student in Mathematics at University of Illinois