Popular Posts
Monday, 2 September 2019
Computerised Robots and Sensory Experiences
Tuesday, 27 August 2019
An Ontology of an Electron
It is said that the electron “has the properties” of mass, charge and spin. That quirk of grammar (i.e., “has the properties”) makes it seem like the following:
i) Firstly, we have an electron,
ii) and then we also have its properties.
More clearly, this could mean that we have an electron, and only then does it acquire properties. (Much in the same way in which a person would acquire the property being sunburned or being happy.)
It’s more accurate to say that an electron is equal to its properties. Thus:
an electron = charge (−1) + mass (9.109389 × 10 −31 kg) + spin
This is the position known as the “bundle theory” and it’s usually applied to “classical” objects such as persons, cats, rocks, etc. In fact it seems that the bundle theory is more applicable to electrons than it is to, say, trees or persons.

It’s partly because of all this that, in 1940, the physicist John Archibald Wheeler (1911- 2008) advanced the strange theory that all electrons may be one. That is, all electrons are literally the same electron. So this isn’t the claim that all electrons have the same properties. It’s the claim that all electrons are the same electron.
Wheeler’s reasons for advancing this theory involve details which aren’t touched upon in this piece. In simple terms, though, different electrons are actually the same electron moving backward and forward in time. Consequently, if this theory were true, then electrons (in the plural) moving backwards in time are actually positrons (which are the antimatter component of electrons — hence anti-electrons).
Yet if there is only one electron, then that electron must be what philosophers call an individual (or particular). And that possibility moves us on to the 17th-century philosopher Leibniz.
Gottfried Leibniz
Gottfried Wilhelm (von) Leibniz argued that all the properties of an object are essential to that object. (There are, of course, arguments against this position.) So surely this claim is truer of an electron than it is of, say, a tree or a person. After all:
i) If an electron were “loose” its properties of mass, charge and spin,
ii) then it wouldn’t be an electron at all.
Or to say the same thing with a little more detail:
i) If an electron didn’t have a charge of -1, a mass of 9.109389 × 10 −31 kg and spin,
ii) then it wouldn’t be an electron.
After all, these three properties are equally essential to a electron being an electron. Indeed even if it lost just one property (say spin), then it would no longer be an electron.
The problem with Leibniz’s position is that it’s only applicable to individuals (or particulars). This is how Leibniz expressed his position:
“The nature of an individual substance or of a complete being is to have a notion so complete that it is sufficient to contain and to allow us to deduce from it all the predicates of the subject to which this notion is attributed.”
That is to say that each “individual substance” has a complete “individual concept”. That complete individual concept contains all the properties of that subject. Or, in a more up-to-date jargon, all the “predicates” which are true of x are also essential to x.
The problem here is that electrons may not be individuals. That is, every electron is identical (though not numerically identical) to every other electron — save for its spatial and locational properties. (This seems to go against Wheeler’s position mentioned a moment ago.) So, on a Leibnizian reading, every electron has the same essence. Therefore every electron can’t be an individual. Boris Johnson, on the other hand, is an individual. That’s because he doesn’t share all his properties with every other person. That is, Boris Johnson’s “individual essence” (or haecceity) is not identical to, say, Swiss Tony’s individual essence.
There is another Leibnizian issue here.
According to the Principle of the Identity of Indiscernibles (PII), no two substances can be qualitatively identical yet still be (numerically) different objects. As you can see, this doesn’t work for electrons. And that’s another reason why they can’t be classed as individuals. That’s unless, as already mentioned, relational (or extrinsic) properties are included. Now, clearly, no two electrons can have the same relational (or extrinsic) properties. So, on a Leibnizian reading, how are we to treat the properties of location, etc. when it comes to electrons? Are they “pseudo-properties” which can simply be ignored? Leibniz himself believed that spatial and temporal properties are indeed genuine properties of the individual itself.
Finally, it’s partly because many laypersons (if they think about these things at all) still see electrons as not being equal (or identical) to their charge, mass, spin, etc. that they see them as also being Newtonian “hard” particles.
Electrons as Package-Deals
In quantum mechanics — and physics generally — we have the notion of a field.
In the specific case of electrons, fields and electrons are intimately connected. Indeed they’re so strongly connected that a distinction between the two hardly seems warranted.
Firstly, there’s the problem of distinguishing electrons — and other particles — from the states they “belong” to. Thus, in an example given by the philosophers James Ladyman and Don Ross (in their book Every Thing Must Go: Metaphysics Naturalised), we can interpret a given field/electron state in two ways:
i) As a two-particle state.
ii) As a single state in which two “two particles [are] interchanged”.
Since it’s difficult to decipher whether it’s a two-particle state or a single state in which two particles are interchanged, Ladyman and Ross adopt the “alternative metaphysical picture” which “abandons the idea that quantum particles are individuals”. Thus all we have are states. That means that the “positing individuals plus states that are forever inaccessible to them” is deemed to be “ontologically profligate” by Ladyman and Ross.
Ladyman and Ross then back-up the idea that states are more important than individuals (or, what’s more, that there are no individuals) by referring to David Bohm’s theory. In that theory we have the following:
“The dynamics of the theory are such that the properties, like mass, charge, and so on, normally associated with particles are in fact inherent in the quantum field and not in the particles.”
In other words, mass, charge, etc. are properties of states, not of individual electrons. However, doesn’t this position (or reality) have the consequence that a field takes over the role of an electron (or of a collection of particles) in any metaphysics of the quantum world? Thus does this also mean that everything that’s said about electrons can now be said about fields?
On Bohm’s picture ( if not Ladyman and Ross’s) “[i]t seems that the particles only have position”. Yes; surely it must be a electron (not a field) which has a position. Indeed electrons also have trajectories which account for their different positions.
To Bohm (at least according to Ladyman and Ross), “trajectories are enough to individuate particles”. Prima facie, it may seem strange that trajectories can individuate. Unless that means that each type of particle has a specific type of trajectory. Thus the type trajectory tells you the type of particle involved in that trajectory.
Nonetheless, Ladyman and Ross spot a problem with Bohm’s theory. That problem is summed up in this way:
If all we have is trajectory, then why not dispense with electrons (as individuals at least) altogether?
This is how Ladyman and Ross explain their stance on Bohm’s theory:
“We may be happy that trajectories are enough to individuate particles in Bohm theory, but what will distinguish an ‘empty’ trajectory from an ‘occupied’ one?”
Here again Ladyman and Ross are basically saying that if all we’ve got are trajectories, then let’s stick with them and eliminate electrons (as individuals) altogether.
Ladyman and Ross go into more detail on this by saying that
“[s]ince none of the physical properties ascribed to the particle will actually inhere in points of the trajectory, giving content to the claim that there is actually a ‘particle’ there would seem to require some notion of the raw stuff of the particle; in other words haecceities seem to be needed for the individuality of particles of Bohm theory too”.
If Ladyman and Ross’s physics is correct, then what they say makes sense. Positing electrons seems to run free of Occam’s razor. That is, Bohm is filling the universe’s already-existing (to mix two metaphors) ontological slums with yet more (superfluous?) entities .
One way of interpreting all this is by citing two different positions. Thus:
i) The positing of electrons as individuals which exist in and of themselves.
ii) The positing of electrons as part of a package-deal which includes fields, states, trajectories, etc. (In other words, there’s no reason to get rid of electrons completely.)
Then there’s Ladyman and Ross’s position.
iii) If there are never any electrons in “splendid isolation” (apart from fields, etc.), then why see electrons as being individuals in the first place?
Ladyman and Ross are a little more precise as to why they endorse iii) above. They make the metaphysical point that “haecceities seem to be needed for the individuality of particles of Bohm’s theory too”. In other words, in order for electrons to exist as individuals (as well as to be taken as existing as individuals), they’ll require “individual essences” in order to be individuated. However, if the nature of an electron necessarily involves fields, states, other particles, trajectories, etc., then it’s very hard (or even impossible) to make sense of the idea that an electron could have an individual — or indeed any — essence.
In simple terms, a specific electron — and any other particle — is part of a package-deal. Electrons simply can’t be individuated without reference to external, extrinsic or relational factors. Thus electrons simply aren’t individuals at all.
[I can be found on Twitter here.]
Monday, 26 August 2019
Artificial Life and the Ultra-Functionalism of Christopher Langton
Word-count: 1,904
Tuesday, 13 August 2019
Neuropsychologist Nicholas Humphrey vs. Philosopher Daniel Dennett
It can be argued that the exact antithesis of Daniel Dennett's position (on consciousness) is put forward by the neuropsychologist Nicholas Humphrey. This is graphically shown in Humphrey's phrase “the experience of raw being”. That is, a level of consciousness that's worlds away from Dennett's propositional or functional consciousness. In addition, it's a “lower-level” of consciousness that's “unreflected on”. In more detail:
Monday, 12 August 2019
John Searle on Brain-Consciousness Causation
Searle argues that it’s not that “brain processes cause consciousness”. It’s that “consciousness is itself a feature of the brain”. A loose analogy is a table’s weight causing an indented rug. The table’s weight on the rug and the indentation occur at one and the same time.

The American philosopher Daniel Dennett (1942-) once claimed that John Searle’s position is that the brain “secretes” consciousness. I suspect that Searle would argue that consciousness can’t be secreted out of anything — even out of the brain. That’s because Searle sees consciousness as a higher-level attribute of the brain — yes, of the brain. This means that the idea of any secretion of consciousness out of a brain it is already part of doesn’t really make sense.
[It seems that someone — perhaps Dennett? — once said to Searle: “It sounds like you’re saying the brain ‘secretes’ consciousness the way the stomach secretes acid or the liver.” Searle replied: “I have never claimed that [].”]
So what about the word “cause”?
If it can be stressed (as Searle does) that consciousness is a higher-level feature of the brain, then how can the brain cause consciousness?
The problem here, according to Searle, is that many people have a misconception about causation — at least when it comes to the brain causing consciousness.
The most important point which Searle makes (in this discussion of consciousness) is that causation needn’t be seen in the following temporal terms:
a cause C followed (in time) by effect E
Here we have two things: a cause followed by an effect. That is, the cause occurs at time t¹ and the effect occurs at tⁿ. This surely implies a kind of dualism for the simple reason that the brain’s cause-events occur before the effect-event that is consciousness (or a conscious state). Thus these two things (i.e., brain processes and consciousness) must be separated in that the former causes the latter. However, what if we can have processes which don’t entail a cause followed by an effect? That is, in which the processes of consciousness occur at the very same time as the brain processes.
Searle gives an example of a heavy table and the impression it makes on a rug.
This isn’t a question of the following:
the table-pressure-event (or state) causing the indented-rug-event (or state).
The weight of the table and the indented rug occur at one and the same time. Yet this is still a casual process. However, it’s not a case of a cause followed by an effect. It’s a causal process of the weight and the indentation occurring at one and the same time.
As Searle puts it: the gravitational force of the table shouldn’t be taken as an event which occurs before the indentation of the rug which is under it. Moreover, Searle states that “gravity is not an event” at all — it’s a force which is always there.
Searle’s next example is about tables and their solidity.
It can be said that the density (or nature) of the table’s molecules doesn’t cause the “solidity of the table”. That is, we don’t have a cause (i.e., the molecules and their behaviour) followed by an effect (i.e., the solidity of the table). Instead, whenever there are certain kinds of molecules of this specific density and structure, then we’ll also have a solid table. Such molecules don’t come first and then cause the solidity of the table. That last possibility would mean that there was a point in which we had that very same table (made up of the same molecules and the same structure); but in which the table wasn’t solid (say, it was fluid or floppy). Instead, as soon as we have that configuration and that set of molecules, we also have the table’s solidity. The one doesn’t come before the other.
That said, it’s still the causal processes of the molecules which are responsible for the solidity of the table. That is, we still have causation and causal processes. It’s just that we don’t have a cause followed by an effect.
One can see where Searle’s line of argument is going here.
It can now be argued that we shouldn’t see the brain’s processes (or states) as causes which bring about the processes (or states) of consciousness. Instead, we have brain processes (or states) and consciousness at one and the same time. That is, the brain’s processes (or states) don’t come before the processes (or states) of consciousness (or before consciousness itself). Both occur together.
Searle himself writes:
“Lower-level processes in the brain cause my present state of consciousness, but that state is not a separate entity from my brain; rather it is just a feature of my brain at the present time. [It’s not] that brain processes cause consciousness but that consciousness is itself a feature of the brain [].”
It can still be argued that the “lower-level processes in the brain cause my present state of consciousness”. So the word “cause” can still be used. However, we don’t have the following:
causes (or brain processes) which comes before an effect (consciousness or a mental state)
Consciousness (or a conscious state) “is not a separate entity from my brain”. It is, instead, “a feature of my brain”.
So Searle’s position isn’t too unlike Donald Davidson’s notion of “conceptual pluralism” (as expressed in his anomalous monism) squared with his “substance monism”. That is, the brain and consciousness are seen as being part of the same (loosely) substance — if with different features or properties which are characterised both from the subject’s inside and from the third-person outside. That is, we can apply different concepts to consciousness (or mind) which we wouldn’t apply to the brain itself. However, consciousness it still just a “feature of the brain”. It’s not something different. It’s not another substance.
So this argument works against mind-body dualism. However, it’s not a case of reductive physicalism either. Instead, Searle simply denies the duality of brain and consciousness (or matter and mind) in the first place.
And because Searle’s position on causation is (perhaps) odd when it comes to this notion of atemporal causation, then it may be wise to finish with citing what another philosopher thinks of it.
Take Nick Fotion. He tells us that Searle’s theory
“shows that the biological mechanisms on the lower level of the diagram have their causal effects on the upper level not over a period of time”.
Fotion continues:
“The emergent changes on the upper level are simultaneous with respect to what happens (vertically) below. Such is not the case when the mind affects the body on any level.”
Of course the central problem here is one of making sense of atemporal causation. That’s primarily because it’s usually believed that a sequence in time is built into the very notion of causation (or causality) — even when it comes to “backward causality”. What’s more, it seems that Searle could argue just about everything he does argue without also employing the notion of causation (or using the word “cause”). That is, he could argue that brain processes occur at the very same time as their — parallel? — conscious states without bringing causation on board at all.
All that said, this particular issue must be tackled at another time.

