The limits of information (2014)
plus.maths.org
plus.maths.org
Are thoughts information?
Interestingly, if the answer is "no" to the first question, that implies we should be able to quantify the maximum number of thoughts we can think in a single hour. I wonder if there's any research along these lines...
If we know how much bits nature is taking to store some data and how it is storing, can we use this knowledge of structure to somehow compress the data and store it more optimally? Or is nature have most optimal storage ever?
That's an interest thought; I assume the storage is the particles. An electron acts like an electron because it's an electron. You'd have to change the particle itself to get it to act some other way.
That said, we are already exploring some ways to store information like nature: https://en.wikipedia.org/wiki/DNA_digital_data_storage
[0] [RABBIT HOLE WARNING] https://en.wikipedia.org/wiki/Anthropic_principle
The simpler version of it is "God's will".
This article is about relatively new things, but if you rewind 100 years, you find people thinking hard about this in simpler contexts. Gibbs is the big name, who essentially re-wrote thermodynamics (the study of heat, which until then had been thought of as some kind of invisible fluid) in the statistics of microscopic particles. This often involves counting the number of different possible states, for instance of all the atoms in a gas. Gasses whose molecules have two atoms (like N_2, compared to He) have larger heat capacity precisely because there are more different ways that these bi-atoms can be oriented, i.e. more information is needed to write down their states completely.
The older, thermodynamic, description is in a sense an optimally compressed representation of this microscopic picture. It keeps only what little information is visible to giants like us, who cannot see the individual atoms.
But kidding aside, yes, what we're experience is lower-fidelity version of the outside world. First reference to that idea that I'm aware of is Plato's cave. Of course, that idea and Occam's razor together says that trips aren't deep insights, but merely differently distorted but still low-fidelity projections of the world around us.
I'm liking the thought of a brain as a time share, though. If nothing else, it makes for a rich subject for interesting stories. And a good metaphor for the existence of the subconscious (and heck, the limbic system)
Do you know if there have ever been experiments done to investigate whether alternate subconscious will can 'show itself conscious' by way of asking a person for a demonstration? Of course, this would require the subconscious to both observe the instruction and follow it, and have some method of conveying action. I tend to think that only the main consciousness would be able to execute direct actions. So I would guess the experiments would be very hard to perform without some clever setup.
It sounds almost silly but I really do wonder if the other decision making / executive functional parts of the brain have some level of understanding about their relative capacity to influence the body they reside in? Sharing a mind seems like such a silly "alien body snatchers" kind of idea. But HTM seems to hint at it.
https://discourse.numenta.org/t/oscillatory-thousand-brains-...
https://en.m.wikipedia.org/wiki/Hierarchical_temporal_memory
If you're interested in the science, I'd suggest starting from the Libet experiments (who essentially thinks his experiments show that the subconscious makes decisions, and the conscious retains a veto right)
It's a fascinating thought to entertain. (But you will forever doubt if you our your subconscious made the decision to think about this ;)
If you care more for pop-sci, Kahnemann's "Thinking fast and slow" idea of system1/system2 thinking might be a good read.
That still doesn't mean that different consciousnesses share a mind. We certainly have different systems competing for attention, but what consciousness even means. (I'd recommend Popper as a starting point for that debate, but mostly because the science is still very much in the "Dunno, but what happens if we poke here?" stage, IMHO. Philosophy seems more apt)
[0] https://www.youtube.com/watch?v=JQVmkDUkZT4 [1] https://www.youtube.com/watch?v=wfYbgdo8e-8
The point of the article is that we think we cannot. And the fact that the upper bound grows not as the volume of space, but as the area of its boundary, has deep and subtle implications which we're slowly trying to figure out.
Why?
Z = { x | ... -2, -1, 0, 1, 2 ... }
I just packed an infinite amount of information in a couple of characters.