Encoding Sequences in Intuitionistic Real Algebra
We show that in the presence of random Kripke's schema choice sequences can be recursively encoded in intuitionistic real algebra.
math.LO↗
arXiv subjects
Publications and source records attributed to Miklós Erdélyi-Szabó.
We show that in the presence of random Kripke's schema choice sequences can be recursively encoded in intuitionistic real algebra.
We introduce a relativized version of random Kripke's schema and show how it may be applied in the investigation of the expressive power of intuitionistic real algebra by interpreting second-order Heyting arithmetic in it.