Terry,
I also find much to agree in your essay, but I think you misunderstood what I say about the TOE.
Let me try to clarify: I do not know if a TOE does or does not exist. It would be nice if it did, but we cannot start from there. However, physics axiomatization does exist, and this is the right place to start. The very title of my essay does not say: "Heuristic rule for constructing a TOE", but for solving Hilbert sixth problem.
Now there are two basic approaches:
1. Closed mathematical structure/theory explaining axiomatization/everything.
2. Open mathematical structures.
The first approach is Tegmark's (and Gordon McCabes' and others) approach and is partially based on similarities between physics and math, the second is mine and it is based on differences.
I do not say: here is this wonderful mathematical structure we can write up on a piece of paper, say "fly" and a new universe will form.
What I do say is that the core characteristics of nature are: (1) events to have an ontology, (2) interaction to escape the frozen fate of mathematical structures, and (3) infinite complexity to avoid being some cartoon characters, or a brain in a vat. From this I eliminate almost all mathematical structures which are incompatible with the 3 principles. The mathematical structures which pass this filtering are the ones we confirm in all our experiments: space-time, quantum mechanics, electroweak symmetry, etc. Therefore physics axiomatization is achieved in open form by double negation avoiding Gödel's objections. Neither math, not physics have closed form axiomatizations.
Now back to your points. I cannot say anything about Consciousness because I am not qualified, but I do worry about Emergence, because this may be a potential loophole in my approach (what if infinite complexity is only apparent and not exact for example?)
About Emile Grgin, he was indeed a great inspiration for me. Before discovering his work, I was developing the idea that relativity and time are provable necessities of nature, and I highly suspected the same can be said about quantum mechanics, but I did not have any good way of proving it. Searching for results in this vein, I came in contact with Emile's work and for the very first time I understood quantum mechanics. His work in composability became the foundation for one of the 3 principles of nature (in my essay the mathematical foundation is based on 3 core research programs: Emile Grgin, Jochen Rau, and myself). Quantions are only a natural consequence of composability and I am also trying to extract additional result from them.
You say: "The unification of QM & GR has been with us for 30 years it is an immediate problem - not an ultimate one. The TOE proponents of a previous generation abandoned their ridiculous TOE claims when everyone realised they were ridiculous and brought only discredit to the proponents and to physics. Why do you want to revive this discredited nonsense. It only devalues your work and that of Grgin."
Where did you get the idea that I want to revive anything? I specifically say in my essay that the landscape principle has no value towards axiomatization. But a successful axiomatization should also solve the quantum gravity problem and for now I do not have anything valuable to say in this area. I only have my own biased way of suggesting an attack direction, but nothing else at this time.
I am not aware of Yuri Manin, but I disagree with his remarks, and I have strong proof. In math, the Bourbaki approach led towards (a dreaded) formalization and axiomatization, but it had its merits. Emile Grgin used the Bourbaki approach in constructing an abstract algebra unifying classical and quantum mechanics. This work led later to quantions. So if you appreciate the unification of QM with relativity in the quantionic framework, you should also appreciate the way it was done. Axiomatization is not just gold-plating the carburetor, it helps strip the unessential clutter in seeing the essence of things and this does help progress, particularly in periods when we are stuck and in need of greater clarity.
Florin