Add to ORKGUsing standard methods of analytic combinatorics we elaborate critical points (thresholds) of phase transitions from provability to unprovability of arithmetical well-partial-ordering assertions in several familiar theories occurring in the reverse mathematics program
Why are some theorems not provable in certain theories of mathematics? Why are most theorems from ex...
The first mathematically interesting, first-order arithmetical example of incompleteness was given i...
Why are some theorems not provable in certain theories of mathematics? Why are most theorems from ex...
Using standard methods of analytic combinatorics we elaborate critical points (thresholds) of phase ...
Using standard methods of analytic combinatorics we elaborate critical points (thresholds) of phase ...
Gödel's first incompleteness result from 1931 states that there are true assertions about the natura...
Gödel's first incompleteness result from 1931 states that there are true assertions about the natura...
AbstractGödel’s first incompleteness result from 1931 states that there are true assertions about th...
AbstractIn this paper we prove general exact unprovability results that show how a threshold between...
Ein Aspekt dieser dissertation ist, einige bekannte Ordinalzahlbezeichnungssysteme für Peano Arithme...
Ein Aspekt dieser dissertation ist, einige bekannte Ordinalzahlbezeichnungssysteme für Peano Arithme...
ii To my family and all my Ourtown friends An aspect of the thesis is to investigate well-known ordi...
Unprovability Theory started with Kurt Gödel’s incompleteness theorems in 1931 but only gained mathe...
Unprovability Theory started with Kurt Gödel’s incompleteness theorems in 1931 but only gained mathe...
Unprovability Theory started with Kurt Gödel’s incompleteness theorems in 1931 but only gained mathe...
Why are some theorems not provable in certain theories of mathematics? Why are most theorems from ex...
The first mathematically interesting, first-order arithmetical example of incompleteness was given i...
Why are some theorems not provable in certain theories of mathematics? Why are most theorems from ex...
Using standard methods of analytic combinatorics we elaborate critical points (thresholds) of phase ...
Using standard methods of analytic combinatorics we elaborate critical points (thresholds) of phase ...
Gödel's first incompleteness result from 1931 states that there are true assertions about the natura...
Gödel's first incompleteness result from 1931 states that there are true assertions about the natura...
AbstractGödel’s first incompleteness result from 1931 states that there are true assertions about th...
AbstractIn this paper we prove general exact unprovability results that show how a threshold between...
Ein Aspekt dieser dissertation ist, einige bekannte Ordinalzahlbezeichnungssysteme für Peano Arithme...
Ein Aspekt dieser dissertation ist, einige bekannte Ordinalzahlbezeichnungssysteme für Peano Arithme...
ii To my family and all my Ourtown friends An aspect of the thesis is to investigate well-known ordi...
Unprovability Theory started with Kurt Gödel’s incompleteness theorems in 1931 but only gained mathe...
Unprovability Theory started with Kurt Gödel’s incompleteness theorems in 1931 but only gained mathe...
Unprovability Theory started with Kurt Gödel’s incompleteness theorems in 1931 but only gained mathe...
Why are some theorems not provable in certain theories of mathematics? Why are most theorems from ex...
The first mathematically interesting, first-order arithmetical example of incompleteness was given i...
Why are some theorems not provable in certain theories of mathematics? Why are most theorems from ex...