All dimensions Wiki
All dimensions Wiki
Tag: Visual edit
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<math>\psi(\Omega^{\alpha}) = \psi(\overbrace{1,0,0 \cdots 0,0}^{\alpha})</math>
 
<math>\psi(\Omega^{\alpha}) = \psi(\overbrace{1,0,0 \cdots 0,0}^{\alpha})</math>
  +
 
<math>\psi(\Omega^{\Omega}) = \psi(\Omega^{\psi(\Omega^{\psi(\Omega^{\cdots})})})</math>
 
<math>\psi(\Omega^{\Omega}) = \psi(\Omega^{\psi(\Omega^{\psi(\Omega^{\cdots})})})</math>
  +
 
<math>\psi(\Omega^{\Omega^{\Omega}}) = \psi(\Omega^{\Omega^{\psi(\Omega^{\Omega^{\cdots}})}})</math>
 
<math>\psi(\Omega^{\Omega^{\Omega}}) = \psi(\Omega^{\Omega^{\psi(\Omega^{\Omega^{\cdots}})}})</math>
  +
  +
== EUSI equations ==
  +
<math> \psi(\alpha+\beta)=\psi^{\beta+1}(\alpha)</math>
  +
  +
<math> \psi(\alpha)+\psi(\beta)=\psi(\alpha+\beta+1)=\psi(\psi(\alpha+\beta))</math>
  +
 
If we say that <math> \psi(1,0)=\omega</math>
  +
  +
<math> \psi(1,\alpha)=\psi(1,0)+\psi(\alpha-1)
  +
</math>
   
 
== Examples ==
 
== Examples ==
 
* [[Protoverse]] =<math>0</math>
 
* [[Protoverse]] =<math>0</math>
* [[Universe|The Universe]] =<math> \psi(1)</math>
+
* [[Universe|Our Universe]] =<math> \psi(0)</math>
  +
*[[Hyperverse]] =<math> \psi(4)</math>
 
* [[Berryverse]] =<math> \psi(1,0) </math>
 
* [[Berryverse]] =<math> \psi(1,0) </math>
 
* [[Omniverse]] =<math> \psi(1,0) </math>
 
* [[Omniverse]] =<math> \psi(1,0) </math>
 
* [[The Box]] =<math> \psi(2,0) </math>
 
* [[The Box]] =<math> \psi(2,0) </math>
* [[MegaBerryverse]] =<math> \psi(\omega,0) </math>
 
 
* [[Absoverse]] =<math> \psi(1,0,0) </math>
 
* [[Absoverse]] =<math> \psi(1,0,0) </math>
* [[Cloudverse]] -<math> \psi(2,0,0) </math>
+
* [[Cloudverse]] =<math> \psi(2,0,0) </math>
  +
*[[Nvgngyu]] =<math> \psi(3,0,0)</math>
  +
 
[[Category:Leftunknown pages]]
 
[[Category:Leftunknown pages]]
 
[[Category:Verse]]
 
[[Category:Verse]]

Revision as of 07:51, 11 October 2020

The Extended Universe Size Index (EUSI) is a number, which indicates the deepest nestation of other verses within a specific verse.

An example of the EUSI.

It can be used to tell the size of a universe, without needing to say its size, due to most verses having beyond infinite sizes, or ordinals/cardinals that aren't named yet.

Definition

We define a function

, now we extend it to

fixed point.

After this, we can create another extention, by borrowing some things from other functions, such as the veblen function, by asserting:

EUSI equations

If we say that

Examples