The hottest Infinity Substack posts right now

The surreal numbers unify various number systems into one comprehensive system.
Surreal numbers are generated through a recursive process of completion and ordering.
The surreal number generation rule involves separating existing numbers into lower and upper sets to create new numbers.

Real-valued functions can exhibit various behaviors as they approach infinity.
Different functions can have the same behavior at infinity, based on their rates of growth.
Defining an equivalence relation helps capture the idea of functions having the same behavior at infinity.

Mathematicians and philosophers may disagree on the nature of existence of infinite collections or infinite objects.
According to potentialism, natural numbers are potentially infinite, allowing for more to be added continuously.
Consider exploring potentialism and actualism for different perspectives on the concept of infinity.

The post discusses the concept of the prime sequence as the smallest kernel for infinity.
It seems like the idea being explored is quite philosophical or theoretical in nature.
The author encourages sharing the post and provides various means to do so.

Chabad believes that God is everywhere and always present. This idea emphasizes that God existed even before the universe began.
Godel's proof suggests that any system can't truly understand itself from the inside. To gain insight, you have to look at a bigger system, but then you're still in the same situation.
Math and religion share thoughts about infinity, but in math, it's a puzzle to solve, while in religion, it's essential for understanding existence. This might be the deeper connection explored in the book G.E.B.

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