Reconstructing the topology on monoids and polymorphism clones of reducts of the rationals

Abstract

We extend results from an earlier paper giving reconstruction results for the endomorphism monoid of the rational numbers under the strict and reflexive relations to the first order reducts of the rationals and the corresponding polymorphism clones. We also give some similar results about the coloured rationals.

This is an amended version, in which we have corrected the proofs of Theorems 2.3 and 4.1

References in corpus (2)

• Reconstructing the topology on monoids and polymorphism clones of the rationals
• Automatic Homeomorphicity of Locally Moving Clones

Cited by in corpus (2)

• Reconstructing the topology of the elementary self-embedding monoids of countable saturated structures
• Polymorphism clones of homogeneous structures (Universal homogeneous polymorphisms and automatic homeomorphicity)