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When First-order Unification Calls itself

  • David Cerna (Speaker)

Activity: Talk or presentationContributed talkscience-to-science

Description

We present a unification problem based on first-order syntactic unification which ask whether every problem in a particular infinite sequence of unification problems is unifiable. The restricted structure of our sequence of unification problems allows an alternative for- mulation of the problem as recursively calling first-order syntactic unification on certain bindings if the unifier has a particular structure. The latter formulation allows us to con- jecture a sufficient condition for unifiability of the sequence based on the structure of a finite sequence of unifiers. It remains an open whether this condition is also necessary.
Period18 Jul 2021
Event titleUNIF 2021
Event typeConference
LocationAustriaShow on map

Fields of science

  • 101013 Mathematical logic
  • 101001 Algebra
  • 101012 Combinatorics
  • 101020 Technical mathematics
  • 101 Mathematics
  • 101009 Geometry
  • 101005 Computer algebra

JKU Focus areas

  • Digital Transformation