<--- Back to Details
First PageDocument Content
Ordinal numbers / Computability theory / Proof theory / Theory of computation / Ordinal notation / Recursively enumerable set / Reverse mathematics / Enumeration / Continuum hypothesis / Mathematical logic / Mathematics / Logic
Date: 2013-06-12 13:25:59
Ordinal numbers
Computability theory
Proof theory
Theory of computation
Ordinal notation
Recursively enumerable set
Reverse mathematics
Enumeration
Continuum hypothesis
Mathematical logic
Mathematics
Logic

Incompleteness versus a Platonic multiverse Paul Budnik Mountain Math Software [removed] c 2013 Mountain Math Software

Add to Reading List

Source URL: mtnmath.com

Download Document from Source Website

File Size: 225,50 KB

Share Document on Facebook

Similar Documents

A LIGHTFACE ANALYSIS OF THE DIFFERENTIABILITY RANK LINDA BROWN WESTRICK Abstract. We examine the computable part of the differentiability hierarchy defined by Kechris and Woodin. In that hierarchy, the rank of a differen

A LIGHTFACE ANALYSIS OF THE DIFFERENTIABILITY RANK LINDA BROWN WESTRICK Abstract. We examine the computable part of the differentiability hierarchy defined by Kechris and Woodin. In that hierarchy, the rank of a differen

DocID: 1npFU - View Document

The Dynamics of Energy Demand of the Private Transportation Sector Reto Tanner, Universität Bern  Conference paper STRC 2007

The Dynamics of Energy Demand of the Private Transportation Sector Reto Tanner, Universität Bern Conference paper STRC 2007

DocID: 1lYA9 - View Document

An infinitely descending sequence of sound theories each proving the next consistent (Brief technical note) Benja Fallenstein This document is part of a collection of quick writeups of results from the December 2013 MIRI

An infinitely descending sequence of sound theories each proving the next consistent (Brief technical note) Benja Fallenstein This document is part of a collection of quick writeups of results from the December 2013 MIRI

DocID: 1g6jX - View Document

From Bayesian Notation to Pure Racket via Discrete Measure-Theoretic Probability in λZFC Neil Toronto and Jay McCarthy PLT @ Brigham Young University, Provo, Utah, USA  and

From Bayesian Notation to Pure Racket via Discrete Measure-Theoretic Probability in λZFC Neil Toronto and Jay McCarthy PLT @ Brigham Young University, Provo, Utah, USA and

DocID: 1aRp2 - View Document

ENGLISH HANDWRITING: AN ONLINE COURSE BASIC CONVENTIONS FOR TRANSCRIPTION Conventions of presentation are required to enable you accurately to represent a manuscript text, either for your own record, or when yo

ENGLISH HANDWRITING: AN ONLINE COURSE BASIC CONVENTIONS FOR TRANSCRIPTION Conventions of presentation are required to enable you accurately to represent a manuscript text, either for your own record, or when yo

DocID: 17Q4W - View Document