The meat of Jurgen's proposal is that "fast" programs are more likely (which makes sense, IMHO) and quantum universes are too wasteful computationally (which seems less obvious).
If you want to read more along these lines, I can recommend something quite interesting from last year. It references Jurgen but argues that computational speed doesn't matter, only the length of the algorithm needed to produce our subjective experiences:
Could the physical world be emergent instead of fundamental, and why should we ask? (short version) by Markus P. Mueller https://arxiv.org/abs/1712.01816
The universe is usually thought of as not deterministic. The deterministic interpretations out there come with huge problems: non-locality. Basically, that all particles in the universe are connected with a wave of sorts that acts instantaneously no matter the distance. But this is a philosophical distinction at best. Quantum computers work just fine.
[1]https://www.technologyreview.com/s/609451/ibm-raises-the-bar...
It was the original quote from Schmidhuber, claiming as if it were a known fact "The universe is deterministic, and the most efficient program that computes its entire history is short and fast", backed by the (arguable) argument "There is no physical evidence to the contrary."
" General purpose quantum computation won’t work (my prediction of 15 years ago is still standing). Related: The universe is deterministic, and the most efficient program that computes its entire history is short and fast, which means there is little room for true randomness, which is very expensive to compute. What looks random must be pseudorandom, like the decimal expansion of Pi, which is computable by a short program. Many physicists disagree, but Einstein was right: no dice. There is no physical evidence to the contrary randomness.html[http://people.idsia.ch/~juergen/randomness.html].
For example, Bell’s theorem does not contradict this. And any efficient search in program space for the solution to a sufficiently complex problem will create many deterministic universes like ours as a by-product. Think about this. More here computeruniverse.html [http://people.idsia.ch/~juergen/computeruniverse.html] and here.
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I am out of depth with regards to quantum theory and quantum computation. If anyone with better knowledge with regards to quantum computation can clarify it would be great.
Is there any rationale to support Schmidhuber's argument, and has any advance in making actual quantum computers disprove his theory?