Matthew Dube

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Title
Assistant Professor in Computer Information Systems
E-mail
Address

UMA Augusta Campus

Bio

Education

B.A. University of Maine, Mathematics and Statistics, 2007
M.S. University of Maine, Spatial Information Science and Engineering, 2009
Ph.D. University of Maine, Spatial Information Science and Engineering, 2016


My primary research interests are in applications of mathematics to real-world problems, mostly from the perspective of spatial information.  My research centers on conceptual modeling that underlies query systems in geographic information systems from a topological and directional level.  Apart from this area of research, I also work on collaborative projects with researchers in equine science and political redistricting analysis.

My teaching centers on concepts core to data science, be it database design, geographic information systems, interdisciplinary data science, data visualization, machine learning, and fundamental programming.


Recent Publications

  1. Dube, M. (in press) “Topological Augmentation: A Step Forward for Qualitative Spatial Partition Reasoning.” Journal of Spatial Information Science (full text soon)
  2. Dube, M. & J. Clark. (2016) “Beyond the Circle: Measuring District Compactness Using Graph Theory.” Northeast Political Science Association Conference, November, 2016 (full text)
  3. Dube, M. (2016) “Beyond Homeomorphic Deformations:  Neighborhoods of Topological Change.”  Advancing Geographic Information Science:  The Past and Next Twenty Years, H. Onsrud & W. Kuhn (eds.), GSDI Association Press, 137-152. (full text) (DOI: 10.13140/RG.2.1.1969.9445)
  4. Powell, R., J. Clark, & M. Dube. (2015) “Determining an Expected House Majority through Pattern Analysis.” Northeast Political Science Association Conference, November, 2015. (full text) (DOI: 10.13140/RG.2.1.2012.9526)
  5. Dube, M., J. Barrett, & M. Egenhofer. (2015) “From Metric to Topology: Determining Relations in Discrete Space.”  Conference on Spatial Information Theory, Santa Fe, NM.  S. Fabrikant, M. Raubal, M. Bertolotto, C. Davis, S. Bell, & S. Freundschuh (eds.), Lecture Notes in Computer Science 9368 151-171. (full text) (DOI: 10.1007/978-3-319-23374-1_8)
  6. Dube, M., M. Egenhofer, J. Lewis, S. Stephen, & M. Plummer. (2015) “Swiss Canton Regions: A Model for Complex Regions in Geographic Partitions.” Conference on Spatial Information Theory, Santa Fe, NM. S. Fabrikant, M. Raubal, M. Bertolotto, C. Davis, S. Bell, & S. Freundschuh (eds.), Lecture Notes in Computer Science 9368 309-330. (full text) (DOI: 10.1007/978-3-319-23374-1_15)
  7. Dube, M. & M. Egenhofer. (2014) “Surrounds in Partitions.”  22nd ACM SIGSPATIAL 2014 GIS, Dallas, TX.  Y. Huang, M. Schneider, M. Gertz, J. Krumm, & J. Sankaranarayanan (eds.), ACM Press, 233-242. (full text) (DOI: 10.1145/2666310.2666380)
  8. Dube, M. (2014) “Partitions to Improve Spatial Reasoning.”  1st ACM SIGSPATIAL Ph.D. Symposium, Dallas, TX.  M. Sarwat (ed). (full text) (DOI: 10.1145/2694859.2694864)
  9. Lewis, J., M. Dube, & M. Egenhofer. (2013) “The Topology of Spatial Scenes in R2.” Conference on Spatial Information Theory, Scarborough, United Kingdom.  A. Galton, B. Bennett, T. Tenbrink, & Z. Wood (eds.), Lecture Notes in Computer Science 8116, 495-515. (full text) (DOI: 10.1007/978-3-319-01790-7_27)
  10. Dube, M. & M. Egenhofer. (2012) “An Ordering of Convex Topological Relations.”  GIScience 2012, Columbus, OH.  N. Xiao, M. Kwan, M. Goodchild, & S. Shekhar (eds.), Lecture Notes in Computer Science 7478, 72-86. (full text) (DOI: 10.1007/978-3-642-33024-7_6)
  11. Egenhofer, M. & M. Dube. (2009) “Topological Relations from Metric Refinements.”  17th ACM SIGSPATIAL 2009 GIS, Seattle, WA.  D. Agrawal, W. Aref, C. Lu, M. Mokbel, P. Scheuermann, C. Shahabi, & O. Wolfson (eds.), ACM Press, 158-167. (full text) (DOI: 10.1145/1653771.1653796)
  12. Dube, M. & M. Egenhofer.  (2009)  “Establishing Similarity Across Multi-Granular Topological-Spatial Relation Ontologies.”  QuaCon 2009 – First International Workshop on Quality of Context, Stuttgart, Germany.  D. Fritsch & K. Rothermel (eds.), Lecture Notes in Computer Science 5786, 98-108. (full text) (DOI: 10.1007/978-3-642-04559-2_9)

 

Matthew Dube