User blog:Someuserthing/Some's Omni Infinities

The Start
Swap the number order in LAIF. You create a new Veblen Function. Imagine creating all ordinals based off of that. You create a new absolute infinity. You do more of them after that, and just continue. Basically, make it so nothing based off of creating new absolute infinities can reach this. You get something I call "absolute+ infinity." It is represented with $$\dot{a}$$.

Multiple Dots
Basically, just base stuff of of $$\dot{a}$$. You can get to an "absolute++ infinity", etc. Absolute++ infinity = $$\ddot{a}$$, absolute+++ infinity = $$\dot{\ddot{a}}$$, absolute++++ infinity = $$\ddot{\ddot{a}}$$, etc.

Beyond That
Create an absolute limit of that. That will be $$\tilde{a}$$.

THE OMNI-INFINITY
THIS INFINITY IS THE END. BASICALLY (I think I've overused the word "basically"), YOU JUST MAKE IT SO NO MATTER WHAT YOU DO WITH ANY OF THAT STUFF, YOU NEVER REACH IT. ABSOLUTELY NO EXCEPTIONS. ALSO, THIS IS  NOT  SUPPOSED TO START A NEW CHAIN OF INFINITIES, AS NOTHING CAN SURPASS IT. It is represented with $$\mathfrak{I}$$.