David Milovich Assistant Professor of Mathematics Dept. of Engineering, Mathematics, and Physics Texas A&M International Univerisity Office: Canseco Hall, 313C Email: david.milovich@tamiu.edu Interests: set theory, general topology, combinatorics CV Dissertation

Teaching
TAMIU Math 2414 (Calculus II) Spring 2010
TAMIU Phys 2325 (University Physics I) Spring 2010
TAMIU Math 2413 (Calculus I) Fall 2009
TAMIU Math 1324 (Business Math I) Fall 2009
UW-Madison teaching

Publications
GO-spaces and Noetherian spectra, submitted.
On a theorem of Van Mill, Topology and its Applications 156 (2009), no. 15, 2504--2506.
Tukey classes of ultrafilters on omega, Topology Proceedings 32 (2008) 351--362.
Noetherian types of homogeneous compacta and dyadic compacta, Topology and its Applications 156 (2008) 443--464.
Splitting families and the Noetherian type of $\beta N - N$, Journal of Symbolic Logic 73 (2008), no. 4, 1289--1306.
Amalgams, connectifications, and homogeneous compacta, Topology and its Applications 154 (2007) 1170--1177.
Trapping light with mirrors, MIT Undergraduate Journal of Mathematics 6 (2004) 153--180.

Slides
On the order theory of local bases, Fields Institute Set Theory Seminar, 2/12/2010.
Thesis defense.
An introduction to my research for non-specialists.
Two spectra of Noetherian types, Spring Topology and Dynamics Conference, 3/8/2009.
Applications of omega_1-approximation systems, Boise Extravaganza in Set Theory, 3/28/2008.
Diamond and ultrafilters, Spring Topology and Dynamics Conference, 3/14/2008.
Noetherian types of ultrafilters on omega, Graduate Student Conference in Logic, 4/28/2007.
Noetherian types of homogeneous compacta, Spring Topology and Dynamics Conference, 3/30/2007.
Tukey classes of local bases in compacta, Boise Extravaganza in Set Theory, 3/25/2007
Reflecting cones on boolean algebras, Greater Boston Logic Conference, 5/13/2006

Unpublished notes
More about Noetherian types of compacta
Branch product topologies
Branch product relations
A compactness theorem for posets

Games
Doubles