Al-Dhalimy, Haidar2019-12-112019-12-112017-08https://hdl.handle.net/11299/209052University of Minnesota Ph.D. dissertation. August 2017. Major: Philosophy. Advisors: Geoffrey Hellman, Roy Cook. 1 computer file (PDF); iv, 114 pages.It has been suggested that mathematical truth can be accounted for or explained in terms of infinitary computations. Certain Zenonian arguments against the possibility of performing such computations raise problems about the structure of time and space. We study the kinds of spatiotemporal structures that would allow for infinitary computations, and identify where further work is needed.enIncompletenessMathematical TruthParadoxSpaceTimeZenoOn Order Types of Spatiotemporal DimensionsThesis or Dissertation