Dear Sabine,
I looked for your paper because I read and enjoy your backreaction blog, so I felt your astute science writing would be insightful.
Although you acknowledge that modern theoretical physics "is almost certainly incomplete" you avoid venturing into "what" it is that is more fundamental than the well-known 25 fundamental SM particles.
The discussion of how "emergence" is defined in this context was enlightening, and the examples in condensed matter 'verrry interesting (but not fundamental)'.
Here I think that the examples of strong emergence should consider cosmology, i.e. General Relativity. This is a relevant issue for insight into the research topic. I am certain that causality is a fundamental property of particles, as Seiberg has found. So I began my essay by considering the well-founded causal formulation of particles as given by the No-Boundary Wave Function.
I also discussed the fundamental requirements to establish consistency between GR and (causal) particle theory. But in your essay you suggest (without evidence) that non-renormalizable theories are "sick". But the only reason that renormalization is used is that L'Hopital's Rule doesn't work- the mathematical singularity assumed forces an infinity/infinity situation. Of course, the singularity also compels one to arbitrarily assign quanta and scalar metrics (mass and energy).
In short, the current theory violates mathematical 'laws' which there is thus strong motivation to correct... a very good starting 'point' is to not assume a particles representation geometry is a point.
It turns out that all of these criteria can be met at once, but yes, you have to let go of renormalization. The traditional approaches that keep it and seek unification via new particles just don't work out.
That said I invite you to read and comment on my essay: https://fqxi.org/community/forum/topic/3092 and hope that its insights spark an interest.
Best,
Wayne Lundberg
p.s. as a footnote, I am sure that a person's perception of free will is best discussed in the context of particle theory by considering the scale of space-time averaging. Clearly weak-scale particle theory has little bearing since the quantum algebraic states average out at micro-condensed matter scales, long before a human scale. Consider again, if you will, to be fair, just how much free will really means when you use a space-time average of say, 2 Earth orbital diameters and 10000 years. That yields a rather different result, no?
The analogy to particle theory works pretty well when you compare a human's decision tree at, say, an intersection. Compare that to a particle interaction's "channels".