In what way is causation circular, and why must it be that way?
Did you miss the post below, or was it not a sufficient enough explanation? In case it's the latter, I'll try to put it another way, but if not here's the post:
Unless, of course, you can, or can at least say that A causes B at the same time B causes A:
"While the behaviour of the whole is, to some degree, constrained by the properties of its componentsupward causation'the behaviours of its components are also constrained to a certain extent by the properties of the system. The behaviour of a cell, for example, is controlled both by the properties of its macromolecules and by the properties of the organ of which it is a part.
The whole is not only more than the sum of its parts, but also less than the sum of its parts because some properties of the parts can be inhibited by the organization of the whole. From an epistemological point of view, this means that it is not enough to analyse each individual part (reductionism), nor is it enough to analyse the system as a whole (holism). A new model of scientific investigation to understand complex systems would require shifting the perspective from the whole to the parts and back again"
(emphasis added)
from
Complexity in biology: Exceeding the limits of reductionism and determinism using complexity theory
Neurons and neural networks, like the cell/organ relationship described above, cannot be reduced to some linear causal model except by arbitrary determination. This is because, like example of the cell and the organ it is a part of in the quote above, neural networks are nonreductive. Put another way:
If I examine some individual neuron X, I can say that the activity I'm measuring is caused by the neural population/network that neuron X is a part of. However, if I look at the neural network, I can say that the activity I'm measuring is caused by the neurons including (in part) neuron X. Causation is bidirectional (or circular) because the complexity of the network structure is such that there is no level of analysis at which I can determine a non-arbitrary causal connection. The neuron is not wholly determined by the network, nor is the network wholly determined by the neurons. This is a rather serious problem in neuroscience. Volume 2 from
Springer Series in Computational Neuroscience entitled
Coordinated Activity in the Brain: Measurement and Relevance to Brain Function and Behavior is largely devoted to this issue and to techniques to approximate neural network and neuronal activity. In other words, the mathematical models (usually involving graph theory) are constructed in ways which force (or distort) the actual structure of the networks into something which
1) captures as much of the properties of the actual network as possible and
2) can be analyzed using classical methods
However, while these approximations can certainly be useful, they don't provide us with what is actually happening in the brain, nor something close enough that would enable us to construct something which could do what actual neural networks do. A central reason for this is circular causation or self-determination and the resulting emergent properties of the system.
No, the "choice" you refer to is the designated end of the cause/effect series.
Except that (again) setting aside indeterminism in general the brain alone doesn't operate according to this cause/effect model. The neural activity which is involved in some choice is not "caused" by anything we can point to, because of the self-determining and circular complexity involved. If I'm scanning someone in an fMRI who is making choices, at any time
t during some "choice process" there is no series of causes that created the brain state at that time nor any series of effects at that time. If I point to any neuron or other component of the brain involved in that choice at time
t, I can say with equal validity that the activity of that neuron is caused by the activity of some number of neurons or neural networks around it, or that the neuron is causing the the activity of the network it is a component of.
Quite simply, the causes are also effects, and vice versa, rendering the dichotomy meaningless.
The evidence is a matter of logic. If I say that X can only arise from A or B, and B is not involved in X, then by default A must give rise to X.
Except that reality doesn't work that way (and not just in the brain). The reason that physicists believe the universe is indeterministic at a very fundamental level is because there are (to put it simply) A's and B's with no underlying cause X.
When it comes to the brain, the issue is different. I'm going to choose a word and type it: epexegetical. Now, at the time that I chose which word to type, any number of things are involved, from the fact that I know the word to the fact that I can see my keyboard, use my hands, etc. So there are certainly things identifiable as "causes" in some sense. But if we were to look at my brain at the time I made that choice as well as the moments leading up to it, we could not find a series of causes such that the state of my brain at the time of the choice of the word is determined by those causes. For any component of my brain at that time, I can identify activities in other parts of the brain which were involved in determining the activity of that component at the moment of choice. However, at the moment of that choice, that component was also causing the activity of those same components I just identified as determining it.
The only way I can delineate cause and effect is through arbitrary selection, as the parts of the brain which were involved in my choice resulted from coordinated self-determining neural networks. Even if I could point to every neuron involved, and every component of every neuron involved, this wouldn't do me any good, because for all of them I could label them as causes or effects with equal validity.