Joe Clanin

collaborators

2 papers

cs.IT2025

Finite-State Dimension and The Davenport Erdős Theorem

Joe Clanin, Matthew Rayman

A 1952 result of Davenport and Erdős states that if $p$ is an integer-valued polynomial, then the real number $0. p (1) p (2) p (3) \dots$ is Borel normal in base ten. A later result of N…

math.LO2017

Analytic computable structure theory and $L^{p}$ spaces

Joe Clanin, Timothy H. McNicholl, Don Stull

We continue the investigation of analytic spaces from the perspective of computable structure theory. We show that if $p \geq 1$ is a computable real, and if $Ω$ is a nonzero, non-…

Finite-State Dimension and The Davenport Erdős Theorem

Analytic computable structure theory and Lp spaces

Analytic computable structure theory and $L^{p}$ spaces