학술논문
Constructions of uncountable rigid structures
Document Type
Electronic Thesis or Dissertation
Author
Source
Subject
Language
English
Abstract
We construct some uncountable set theoretical structures with trivial automorphism group but admitting non-trivial epimorphism and/or embedding monoids. The structures we consider are Suslin trees, dense subchains of the real line and graphs with vertices in ω₁.