Difference between revisions of "Parlour"

From Cantor's Attic
Jump to: navigation, search
( )
 
(8 intermediate revisions by 5 users not shown)
Line 1: Line 1:
{{DISPLAYTITLE: The parlour}}
+
{{DISPLAYTITLE: The parlour}}[[Category:The parlour| ]]
 
[[File:PTLomaLighthouseByWagbogwest.jpg | thumb | PT Loma Lighthouse photo by wagbogwest]]
 
[[File:PTLomaLighthouseByWagbogwest.jpg | thumb | PT Loma Lighthouse photo by wagbogwest]]
  
 
Welcome to the parlour, where finite numbers dream.  
 
Welcome to the parlour, where finite numbers dream.  
  
* up to [[omega]] and into the [[lower attic | attic]]
+
* up to [[omega]] and into the [[lower attic|attic]]
 
* over to [http://modelsofpa.info Peano's Parlour], the site for open problems in nonstandard models of Peano Arithmetic and related theories
 
* over to [http://modelsofpa.info Peano's Parlour], the site for open problems in nonstandard models of Peano Arithmetic and related theories
* The smallest non-describable number
 
* The smallest uninteresting number
 
 
* [[Busy beaver function]] values
 
* [[Busy beaver function]] values
 
* [[Fast-growing hierarchy]]
 
* [[Fast-growing hierarchy]]
* [[Ackerman function]] values
+
* [[Hardy hierarchy]]
* [[Graham | Graham's number]]
+
* [[Slow-growing hierarchy]]
* [[Ramsey numbers]]
+
* [[BEAF]] arrays and [[Bird's array notation]]
 +
* [[Ackermann function]] values
 +
* [[Graham's number]]
 +
* [[Knuth's up-arrow notation]]
 
* [[googol#Googol_plex | googol plex]], [[googol#Googol_bang | googol bang]], [[googol#Googol_stack | googol stack]] and the [[googol#The_googol_plex_bang_stack_hierarchy | googol plex bang stack hierarchy]]
 
* [[googol#Googol_plex | googol plex]], [[googol#Googol_bang | googol bang]], [[googol#Googol_stack | googol stack]] and the [[googol#The_googol_plex_bang_stack_hierarchy | googol plex bang stack hierarchy]]
 
* [[googol]]
 
* [[googol]]
* 42
 
 
* 1
 
* 1
 
* [[Zero | 0]]
 
* [[Zero | 0]]

Latest revision as of 07:37, 22 August 2021

PT Loma Lighthouse photo by wagbogwest

Welcome to the parlour, where finite numbers dream.