chru

 

For some reason, complex analysis domain is a good place to start with.

In complex functions, we have the ability to map infinity around a limited path. This is an important tool to try to make sense of how an omnipresent being can be in the shape of the limited body of a physical creature. It is about mapping infinity to the finite. But how would you do that?

For example transformation of 

f(z)=z/(1+|z|)

Can transfer all of the complex plane inside the unity circle. Not the most holomorphic complex function, but it does the job. Question: what are the parallels of hylomorphism and other properties of the complex function in our discussion?

Looking at the calendar and seeing that we are writing this on Christmas Eve, 

Then why would God want to be crucified in the form of Jesus if it was a transformation of God into 3d reality? 

The answer is that God was not only in the form of Jesus. The transformation on earth was into many bodies, which altogether would form a complete circle. Imagine everyone as a sliced angle in the complex plane, allowing the infinity to fit in many so it feels alone and seeks closure. You need multiplicity for interesting things to emerge. 

Jesus was a person who understood this. God's transformation to the form of a human takes infinity to come to a limit, and the way to complete the cycle is to take a path around what matters and integrate life. One way of burning this candle, which comes with seeking the extremum path, is what Jesus did. 

Life has certain singularities in it, which we turn around and cycle to continue being or gain/exchange value and suffering.