- 3,105
- 3,164
Let's assume that we have a multiverse in a game/anime or manga. This multiverse is stated to have infinite possible timelines (each timeline contains at least 1 universe) but only myriads existing timelines and this numbers is constantly increasing. Basically this multiverse has a constantly increasing number of timelines and is now 2-B
But here it comes a new statement in this game! the multiverse is referred in this verse as "History".
History is now stated to be "Not Finite" aka infinite (https://vsbattles.com/vsbattles/4242733)
Based on what you said to me there, this verse would get upgraded to 2-A.
But i asked myself: If this multiverse has a constantly increasing number of timelines, this means that the multiverse is finite. Then after is stated to be not finite which is equal to infinite, but shouldn't this be a contradiction?
The best answer i found is that in this case "not finite" only means that this number is constantly increasing but it will never reach infinity or that History in this case is used in a poethical language in the sense that it refers to the past,present and future. Result: 2-B
BUT there is a reasons that made me disagree with this:
Not finite = infinite (according to this , this and this. Since we're talking about a number of timelines we have to take the mathematical definiton of not finite, which is infinite).
constantly increasing =/= infinite
Conclusion:constantly increasing =/= Not finite
History in this verse only refers to the past and how it can be changed, all of this results in creating other timelines. No present and future are mentioned here. No flower language here
Also:
We're referring to an infinite number of timelines. So mathematical infinity.
BUT:
Mathematical infinity can be expanded/increased. I'm talking about infinite sets , like countably infinite sets, that are used in the tiering system for the 2-A tier:
http://eldar.mathstat.uoguelph.ca/dashlock/Outreach/Articles/InfPlusOne.html
https://en.wikipedia.org/wiki/Hilbert's_paradox_of_the_Grand_Hotel
I'll try to eplain with this example:
Consider an infinite line, like the whole number line. Now consider adding 1 unit between every odd and even unit. You've just made an infinite thing expand! The expansion is local. Between any two points, there is now double the space, and the line is still infinite. Basically Infinity can increase in the middle and not in the ends.
According to what i reported before,the multiverse can be infinite and in constant expansion at the same time Because adding a new timeline to it only makes its infinity bigger. Aka 2-A
Can someone help me on this? I would appreciate it
But here it comes a new statement in this game! the multiverse is referred in this verse as "History".
History is now stated to be "Not Finite" aka infinite (https://vsbattles.com/vsbattles/4242733)
Based on what you said to me there, this verse would get upgraded to 2-A.
But i asked myself: If this multiverse has a constantly increasing number of timelines, this means that the multiverse is finite. Then after is stated to be not finite which is equal to infinite, but shouldn't this be a contradiction?
The best answer i found is that in this case "not finite" only means that this number is constantly increasing but it will never reach infinity or that History in this case is used in a poethical language in the sense that it refers to the past,present and future. Result: 2-B
BUT there is a reasons that made me disagree with this:
Not finite = infinite (according to this , this and this. Since we're talking about a number of timelines we have to take the mathematical definiton of not finite, which is infinite).
constantly increasing =/= infinite
Conclusion:constantly increasing =/= Not finite
History in this verse only refers to the past and how it can be changed, all of this results in creating other timelines. No present and future are mentioned here. No flower language here
Also:
We're referring to an infinite number of timelines. So mathematical infinity.
BUT:
Mathematical infinity can be expanded/increased. I'm talking about infinite sets , like countably infinite sets, that are used in the tiering system for the 2-A tier:
http://eldar.mathstat.uoguelph.ca/dashlock/Outreach/Articles/InfPlusOne.html
https://en.wikipedia.org/wiki/Hilbert's_paradox_of_the_Grand_Hotel
I'll try to eplain with this example:
Consider an infinite line, like the whole number line. Now consider adding 1 unit between every odd and even unit. You've just made an infinite thing expand! The expansion is local. Between any two points, there is now double the space, and the line is still infinite. Basically Infinity can increase in the middle and not in the ends.
According to what i reported before,the multiverse can be infinite and in constant expansion at the same time Because adding a new timeline to it only makes its infinity bigger. Aka 2-A
Can someone help me on this? I would appreciate it