These past few weeks I’ve been trying to spend my snippets of free time focused on Donald Hoffman’s mind bending “The Case Against Reality : Why Evolution Hid The Truth From Our Eyes” since, to my sensibilities, it’s a perfect example of scientists getting lost within their mindscape and loosing sight of the independent nature of nature. This has led me to try and learn more about his formula of consciousness in action, or some such notion. Which took me to a paper by Chetan Prakash who’s worked with Hoffman.
I don’t pretend to grasp higher scientific math and I take my bafflement with a grain of salt when reading through science papers, but every once in a while something comes along that seems more like a practical joke than any serious science.
Hoffman's Conscious Realism[WIKI] Conscious Realism is described as a non-physicalist monism which holds that consciousness is the primary reality and the physical world emerges from that.The objective world consists of conscious agents and their experiences that cannot be derived from physical particles and fields.
“What exists in the objective world, independent of my perceptions, is a world of conscious agents, not a world of unconscious particles and fields. Those particles and fields are icons in the MUIs of conscious agents, but are not themselves fundamental denizens of the objective world. Consciousness is fundamental.”[4]
The Case Against Reality : Why Evolution Hid The Truth From Our EyesDonald Hoffman
Definition for Conscious Agent,
C, is a seven tuple
C = (X,G,W,P,D,A,T), where X, G, and W are measurable spaces, P: W x X -> X, D: X x G -> G, and A: G x W -> W are Markovian kernels, and T is a totally ordered set.
The space X of a conscious agent represents its possible conscious experiences, G its possible actions, and W the world. The perception kernel P describes how the state of the world influences its state of perception; the decision kernel D describes how the state of its perception influence its choice of action; and the action kernel A describes how its action influences the state of the world. The counter T increments with each new decision of get conscious agent. The requirement that X, G, and W are measurable space is made to allow the use of probabilities and probabilistic predictions, which are essential to science. This requirement can be relaxed, without losing probabilistic prediction: ?-algerbras, which are closed under countable union, can be relaxed to finite additive classes, which are closed under finite disjoint union.
(and so on and so forth)
google “Markovian kernels” for more fun in the outer limits.
A PRIMER ON OBSERVER THEORYAbstract. This article is a survey which presents the essential ideas of “Observer Theory”, a formal theory of perception, developed since the late 80’s by Bruce Bennett and Donald Hoffman (both at U.C. Irvine) and myself. First I present the structure of an observer and one type of a framework, within which interactions between observers may be studied. Then I discuss the kinds of dynamics that can arise from such a framework, and how the dynamics can give rise to higher-level or “specialized” observers.
Finally I indicate briefly what this says about “true” perception (i. e., perception adapted to the “world” the observer framework is in) and some possible ramifications which could lead to a deeper understanding of the origin of quantum systems and measurement theory. The general reference for this work is Bennett, Hoffman and Prakash [1],
So, I’m curious anyone here with a bit of higher math under their belt? If so, I’d be curious to hear what the above seems like to your more adept mind. Is this an example of science in the name of career and paycheck - or is there something serious hiding in here that actually relates to physical reality?
Interestingly, in Hoffman’s Case Against Reality, he mentions “Objective Reality” some 135 times, yet never acknowledges that “Objectivity” is a product of our minds and not any state in or of nature.
The “Physical” world simply IS!
It’s some of us humans who strive to look at, and comprehend, the Physical World with a modicum of objectively.