@Brent: "As he should, James keeps taunting me and pointing out the fact that I haven't yet adequately provided a falsifying example of what he claims he can 'prove'. (Even though in my mind, I've successfully attempted such, many times, already.)"
If you think that you have come anywhere close, then you have no idea what I am looking for. Before the rest of you get too far down the wrong path, let me explain. The universe consists of states of matter, s. Let the state of matter at time t be, s_t. The universe has a transition function f. Right? With me so far? Ok, the transition function, f, is either deterministic (if you believe in the MWI of QM), or else it is completely random with absolutely no pattern or intentionality (if you believe in the copenhagen interpretation of QM). Thus, in the deterministic case: So s_{t+1})=f(s_t); and in the non-deterministic case: So p(s_{t+1})=f(s_t). Ok, still with me?
NOW, let's posit something "else", anything "else". We will call it e, for "else" and "experience". Now, write down the function for the state transitions such that the else affects the state transitions, but can't be written as part of the state. What you immediately notice is that there is no way to do this. It can't be done. If you try (and I have tried), you end up creating a system that can always be re-written with a "super" state, that contains the old state and e, with a new transition function.
If you try and write it as a Bayesian network, you can try and write e in a manner similar to that of a hidden markov model, with e "hidden" from outside observers, but visible from the first person perspective only. But if you do that, then you have created something that is observable ONLY from the first person perspective, but that affects (and is affected by) the third person perspective. The problem here, is that we are pretty darn sure that the third person perspective is enought to account for all the causal behavior. Which means that we can observe all the objective state necessary to constrain the probability of the next state of the system. So if there is anything "more" going on here, that "more" doesn't constrain the next state of the system... that makes it epiphenomenal. I really don't understand why this rather obvious observation is so hard for people to grasp.
For example, Brent writes: "But, doing so would only miss the important theoretical possibility I think is critically important - that there are more than such discrete computational units possible in known physical reality...My argument is that there is some system in the brain that can accomplish this achievement, that must be more than such simple discrete units of computation." But this misses the point that these "discrete computational units" ARE sufficient to characterize the behavior of the system, and even to characterize and track the third person objective states of the matter making up the system! So what does that mean? It means, yet again, that if there actually is anything "more" than these computational units, then they don't affect the third person objective reality in any way, and thus are epiphenominal!!!!! I don't know why that remarkably obvious observation is so hard to understand, and I must admit to a certain bit of frustration in my attempts.
"But, the prediction is that when we discover the phenomenal qualities of the same, this will provide additional insight into why the particular causal behaviors behave the way they do, in a way that appears to cause the glutamate to cause us to select the strawberry."
In other words, Brent is proposing that e affects s through t... something like s_{t+1}=f(e_t,s_t) and e_{t+1}=f(e_t,s_t). Further, he is suggesting that, to date, we have been ignoring e, and mistakenly proposing s_{t+1}=f(s_t)... and that once we add this extra ingredient, we will suddenly realize how much simpler the equation with the 'e' in it is, and we will better understand WHY things have the causal properties that they do. I WISH Brent would be formal about this, so I wouldn't have to guess what he is thinking from his ambiguous text, but this is at least what I THINK he is saying. In any event, this is essentually proposing that e is a hidden node in a network, at least hidden from the third person perspective. But this makes predictions about how the states of matter should behave. Information (that effects the next state) has to be pushed into e, and then flow out of e to affect the next s. If this were not the case, we could leave it out, and ignore it when computing the state transitions (meaning it would be epiphenomenal). To see why this flow of information is needed, just consider that the objective effects of the perception process needs to inform our experience of the strawberry (so information MUST flow INTO e form the previous states). Then note that for the experience to affect the future objective state (to avoid epiphenomenalism), this information must now be allowed to flow OUT of e, and back into s. There are two ways that this could happen... 1. in a straightforward deterministic way (where no "processing" happens hidden back in e), and 2 in a more complex way.
In the case of 1, we see that we can always simplify the equation by taking e out, and we get the same objective result. Therefore there is no reason to believe in e, not even our "feelings" of qualia, since we can account for all the motion of the atoms in our brains without it, and thus account for our claims, beliefs, and memories of qualia without it. If taking e out does impact the objective state, such that you can't predict the next state accurately without taking it into account, then we actually have case 2.
In case 2, we find that this theory has a very powerful objective prediction which is not met in our observations. We should SEE information appear to "vanish" form the objective third person reality, only to then impact future objective states in strange ways. Yet this prediction has not been observed in reality. That's not how matter and energy behaves. Instead, the third person state is enough to predict the probability of the future state, and Bells equation even tells us that there is no extra hidden state that accounts for the randomness of the Copenhagen interpretation of QM.
So, it would seem that Brent's theory (if I understand it correctly) has already been falsified. If I don't understand it correctly, then by all means, explain it formally in stead of handwavey so that I can understand it better.