Ken is also a co-founder of Prove it! Math Academy, a summer program for high school students looking to make the leap from computational mathematics to proof-based mathematics: https://proveitmath.org/.
Honors, Awards, Publications
Early Career Teaching Award, Rocky Mountain Section of the Mathematical Association of America. 2019.
"An Elementary Proof of the Explicit Formula for the Möbius Number of the Odd Partition Poset", Journal of Integer Sequences, Volume 21, Article 18.9.6. 2018.
Master Teacher, Front Range Community College – Boulder County Campus, 2017.
"Strongly sufficient sets and the distribution of arithmetic sequences in the 3x+13x+1 graph". (with Keenan Monks, Ken G. Monks, and Maria Monks) Discrete Mathematics, Volume 313, Issue 4, 28 February 2013, Pages 468-489.
"The Möbius Number of the Socle of any Group", Cornell University’s arXiv.org, arXiv:1002.3503 [math.GR] 2010.
"The sufficiency of arithmetic progressions for the $ 3x+1$ Conjecture", Proceedings of the American Mathematical Society, Volume 134, Pages 2861-2872, May 2006.