What if we invoke trivialism a non math to math?

[KakarotGoku]

Now this may sound confusing or something but what if we invoke trivialism to a set of large cardinals or big math along with something like extended modal realism.

So bassically impossible worlds with large cardinal properties in their framework of mathematics and something like this worlds having an axiom where everything is true.

 

[Cat275]

Well i would say that it would be both bigger and smaller than the original large cardinal properties see the thing here is that trivialism itself is contradictory in nature a logical contradiction, considering the fact it makes everything true like some kind of no false field there would be truths like this cardinal is bigger than itself or this cardinal is smaller than itself or there are bigger cardinals or so it would mean that we can make and extend mathematics as much we can with no bounds or limitation since all false will become true and all truth will stay as truth everything would be all over the place but bassically this hypothetical combination would definitely be superior (and inferior) than the large cardinal properties by itself.

 

[Touma]

May i know what trivialism is?

 

[Cat275]

May i know what trivialism is?

A theory where everything is true.

This bassically fully ignores the law of non-contradiction.