Undecided propositions and their applications
We will start from the motivation of ZFC and ZFC axioms. Then some examples of undecided propositions in ZFC set theory will be discussed. We will explain how to use some undecided propositions in ZFC to answer a couple of open questions raised by several mathematicians.
Dr Ziqin Feng
Department of Mathematics and Statistics, Auburn University, USA
Ziqin Feng received his PhD degree in mathematics from the University of Pittsburgh and is currently an associate professor in Auburn University. Before joining Auburn, he also worked as a visiting assistant professor in Miami University for two years and as a Marie Curie IIF in University of Birmingham (UK) for 14 months. His professional interests focus on set-theoretic topology, set theory, and functional analysis.