3 ms·
Hyperbolic growth has a singularity in finite time. I.e. there is a "crucial" point where things truly go haywire. Not a very important distinction in a philoso
by kristiandupont 4y ago
Hyperbolic growth has a singularity in finite time. I.e. there is a "crucial" point where things truly go haywire. Not a very important distinction in a philosophical discussion like this, but that was the reasoning.
- random314 4y agoThis seems like a novel definition I have never heard before and is very different from the dictionary definition that does not have any reference to any singularity https://www.merriam-webster.com/dictionary/hyperbolic https://www.merriam-webster.com/dictionary/hyperbolic