I am an Assistant Professor of Mathematics at Gonzaga University. I earned my Ph.D. from the University of Notre Dame in 2010 where my adviser was Peter Cholak. My research has been in computability theory, specifically algorithmic randomness. I have been looking at a definition of algorithmically random closed sets based on the probability theory of set-valued random variables (commonly called RACS).

### Teaching

- Office hours: 11:00-12:00 MWF, 10:00-11:00 Tu, 9:00-10:00 Tu in the Math Lab, or by appointment.
- The course web page for Math 321 Statistics for Experimentalists, Spring 2016.
- The course web page for Math 422 Mathematical Statistics, Spring 2016.
- The course web page for Math 258-03,04 Calculus II, Fall 2015.
- The course web page for Math 421 Probability Theory, Fall 2015.
- The course web page for Math 259-03 Calculus III, Spring 2015.
- The course web page for Math 301 Fundamentals of Mathematics, Spring 2015.
- The course web page for Math 157-07 Calculus I, Fall 2014.
- The course web page for Math 301 Fundamentals of Mathematics, Fall 2014.
- The course web page for Math 499 Senior Comprehensive, Fall 2014.
- The course web page for Math 422 Mathematical Statistics, Spring 2014.
- The course web page for Math 259 Calculus III Sections 01 and 03, Spring 2014.
- The course web page for Math 157 Calculus I Sections 06 and 07, Fall 2013.
- The course web page for Math 258 Calculus II Sections 03 and 04, Fall 2012.
- The course web page for Math 157 Calculus I Sections 01 and 03, Spring 2012.
- The course web page for Math 148 Survey of Calculus, Fall 2011.
- The course web page for Math 321 Statistics for Experimentalists, Spring 2011.

### Papers

- "Martin-Löf random generalized Poisson processes". Draft available.
- "TT-functionals and Martin-Löf randomness for Bernoulli measures", Missouri Journal of Mathematical Sciences, vol. 27 no.1 (2015).
- "Martin-Löf randomness in spaces of closed sets", Journal of Symbolic Logic, vol. 80 no. 2 (2015).
- My Ph.D. thesis: "Algorithmically random closed sets and probability" (2010).

### Slides for talks

- Spokane Regional Mathematics Colloquium, April, 2011: "Hilbert's problems, Gödel, and the limits of computation"..
- Gonzaga University Seminar, April 5, 2010: "Random fractals".
- Joint Math Meetings, Washington, D.C., January 8, 2009: "Algorithmically random closed sets and probability".
- Notre Dame Logic Seminar, Feb. 9, 2006: "Measure and domination".

### Other

- A small page about the Monty Hall problem.
- Another small page about Bitcoin.
- Some information about the Putnam.

Logan Axon

Department of Mathematics

MSC 2615

Gonzaga University

Spokane, WA 99258

Office: Herak 221

Phone: 509.313.3897

Email: axon@gonzaga.edu

Last updated 1/8/2016