Sat March 6th second Tetration mtg; Peter Walker's 1991 paper

[tommy1729]

Unfortunately I was not there during the zoom.

I wish everyone good health and succes with the zoom meetings.

I assume it is not recorded ?

I had the idea of a tetation meeting in 2020 in Belgium but yeah we know that timing was not very good.
Maybe later ? 

Anyway.
What was the outcome of the zoom meeting ?
I would like some info about it.

Also as for the matrix equation slog, I want to point out that I posted a forced convergeance method for infinite linear systems.
So we can find at least one solution. However I was not able to prove a nonzero radius.
I think that deserves more attention.

see for instance here :

 https://math.eretrandre.org/tetrationfor...p?tid=1081

Or a similar method where there is no minimization and we solve square matrices of growing sizes.
( the sizes grow exponential like about 7*2^n )
The disadvantage of no minization is a possible smaller radius , but it is easier.


Another promising thing that has not gotten attention is the following taylor method :

https://math.eretrandre.org/tetrationfor...hp?tid=791

where the helping function could be related to phi or 2sinh for instance.




regards

tommy1729

Tom Marcel Raes