04/05/2021, 08:43 AM
Hey guys,
I've written some supplemental literature to the original paper. This short analysis is meant to explain the general case better. It's fairly short; and only serves to elaborate on everything above. What I'm attaching here; is nothing more than an explanation of variable changes in an infinite composition. And the manner one can understand this around \( f(z) = e^z \). This brief notice is about solving Schroder equations at infinity; and in a well enough manner. Which explains a lot of this paper; but done in a more blank pattern.
Regards, James
Mock_Schroder.pdf (Size: 272.65 KB / Downloads: 854)
I've written some supplemental literature to the original paper. This short analysis is meant to explain the general case better. It's fairly short; and only serves to elaborate on everything above. What I'm attaching here; is nothing more than an explanation of variable changes in an infinite composition. And the manner one can understand this around \( f(z) = e^z \). This brief notice is about solving Schroder equations at infinity; and in a well enough manner. Which explains a lot of this paper; but done in a more blank pattern.
Regards, James
Mock_Schroder.pdf (Size: 272.65 KB / Downloads: 854)
