There are many accessible projects (involving mathematics, scientific computing, experimental mathematics, software development, etc.) which undergraduates can work on. If you would like more information, please contact me at richard.low@sjsu.edu

Current projects underway (2018):

R.M. Low and E. Pena, On Z_{3}-magic labelings of graphs of small order.

R.M. Low and A. Kapbasov, Edge deletion games on graphs.

S.G. Stavrou, R.M. Low and A. Duong, On rank classification of tensors over the field of order two.

Here are some papers, co-authored with students who worked on past projects:

Low, R.M. and Kapbasov, A., Non-attacking bishop and king positions on regular and cylindrical chessboards. *J. Integer Seq. ***20** (2017), no. 6, Art. 17.6.1, 26 pp.

Stavrou, S.G., Low, R.M. and Hernandez, N.J., Corrigendum to “Rank classification of 2x2x2x2x2 tensors over F_{2}". — to appear in *Linear and Multilinear Algebra. *(2017).

Stavrou, S.G., Low, R.M. and Hernandez, N.J., Rank classification of 2x2x2x2x2 tensors over F_{2}. *Linear Multilinear Algebra. ***64 **(2016), no. 11, 2297-2312.

Kanungo, S. and Low, R.M., Further analysis on the "king and rook vs. king on a quarter-infinite board" problem. *Integers. ***7 **(2007), #G9, 7pp. (electronic).