Karel Casteels

University of California, Santa Barbara
6516 South Hall

casteels@ucsb.edu

Undergraduate Research

I have directed undergraduate research in several different settings. Below is a list of some of the output that they have produced.

Polynormality of generating sets for H-primes in Quantum Matrices, by Milo Bechtloff Weising (CCS Senior Thesis 2019)

De Bruijn Sequences of Higher Dimension, by Ted Tinker (CCS Senior Thesis 2018)

The Existence of Perfect s-bases of size m for Finite Abelian Groups Nicholas Geis (CCS Senior Thesis 2018)

A Path Model for Quantum Skew Symmetric Matrices, by J. Liu and A. Siddiqui (REU Report 2017)

A Special Case of Sylvester's Identity for Quantum Matrices, by D. Singh and S. Swain (REU Report 2017)

Combinatorial Models of Quantum Algebras, by N. Campbell, P. Coy, T. Gomez, C. Keane (REU Report 2016)

Home
Teaching
Research