| | In his discussion of UNIVERSALS, Huemer writes:
I don't by a "universal" mean a certain kind of word, idea or concept. I mean the sort of thing that you attribute to the objects of your knowledge: Whiteness itself is the universal, not the word "white" and not the concept 'white'. [The word "white" symbolizes the concept 'white,' which is indeed a universal. There is no such particular as a white; there are only white things--white paper, white shirts, white cars, etc]. I do not attribute my concept of whiteness to the paper - I do not think that the paper has a concept in it. [Of course, the paper doesn't have a concept in it; the concept is in one's mind.] I attribute whiteness to the paper - i.e., I think the paper is white. Whiteness is not a concept; it is a color. [Oh, for Pete's sake! The color "white" (or "whiteness," which is the quality of being white) is a concept. What's in the paper is a particular shade of white.] When I have the concept of whiteness in my mind, I do not have whiteness in my mind (no part of my mind is actually white). I say this because the confusion between concepts and their referents is all too common, both inside and outside Objectivist circles - as, for example, when someone says, "Democracy is a nice concept . . ." Democracy is not a concept, it is a form of government! [Like a form of government is NOT a concept?? Hello! What is not a concept is a particular democratic government.]
Huemer continues,
The philosophical questions about universals are (1) Do universals (as defined above) exist? (2) If not, why does it seem as if they do? (i.e., why do we have all these words and ideas apparently referring to them and knowledge apparently about them?) [They exist in our minds, and are classifications of particulars, according to the latter's similarities and differences. It might help if Huemer actually read ITOE]. (3) If they do, does their existence depend on the existence of particulars? The people who answer #1 "Yes" are called "realists", and those who answer #1 "No" are called "nominalists". The nominalists then have to go on to answer #2. How they answer it determines what kind of nominalists they are. The realists have to go on to answer #3. Those who answer #3 "Yes" are called "immanent realists" (Rand: "moderate realists"), while those who answer #3 "No" are called "Platonic realists" or "transcendent realists". That is why the traditional positions on the problem of universals have always been considered to be these three: nominalism, immanent realism, and Platonism. There is no fourth position. This is a simple outcome of the law of excluded middle. In particular, Ayn Rand can not possibly have a position on the problem of universals that is neither nominalist nor realist, unless it is that she either refuses to answer the questions or contradicts herself. Either universals exist, or they don't. If they don't, nominalism is true. If they do, realism is true. And that's that. [There is absolutely no reason to assume, as Huemer does, that these pre-existing categories are carved in stone. It is perfectly conceivable that someone could reject both of them, as Rand in fact does, because he or she has an alternative theory that doesn't fit neatly into either of these little boxes.] I am not going to try to refute nominalism here, because it is just obviously false. It is obvious that there is such a thing as whiteness, and that's all I have to say about that. [It's obvious that there is such a thing as whiteness in reality?? If that's what Huemer is saying, then he's clearly mistaken. There is no such thing as whiteness in particular objects; there are only particular shades of white. Whiteness is an abstraction.] (David Armstrong does a good job on it though in Nominalism and Realism.) It also seems clear to me that universals exist in particulars, and so immanent realism is true. [So Huemer is what Rand refers to as a "moderate realist," someone who subscribes to Aristotle's theory of abstractions.] And my primary objection to Rand's theory of concepts (in ITOE) is that she presents it as an answer to the problem of universals, and an anti-realist answer, when in fact it is no such thing. [Amazing! It is an anti-realist answer. Rand doesn't believe that abstractions exist within concretes any more than she believes that they exist as Platonic archetypes in another dimension.]
Huemer then gives his reasons for thinking that Rand is a realist, despite overwhelming evidence to the contrary. He writes,
4.3. RAND THE REALIST?
At first it seems as if she is answering question #2, so it seems as if she is a nominalist. Rand starts out by saying that two individual humans do not literally have in common any single attribute; it is not that all people are called "human" because they possess this one quality, 'humanness'. She goes on to explain why it is that we can classify all these different individuals as members of this same category, 'human' (this is where it seems as if an answer to #2 is coming): in essence, she explains that when we group a number of particulars (she calls them "concretes") together, we do so because these objects each possess a value along a certain dimension (a 'measurement' is a thing's place on a certain dimension - as for example "5 feet, 10 inches" is my approximate place on the dimension of length; you can also think of it as the value of a variable). They all possess different values on this dimension (e.g., every person has a different height), but in forming a concept, we abstract away from that, i.e. we mentally isolate only the common characteristic, without paying attention to the specific measurements. I have no objection to this as a realist theory of how concepts are formed. I do object to it as a non-realist theory or as an answer to question #2 above. If a group of concretes are isolated according to a set of dimensions along which they all vary (each taking different values on these dimensions), the next question to ask is, what about the dimension, itself? Example: if one of the common characteristics is 'length', which all of these objects have different amounts of, what about length itself (i.e. the dimension of length): Is this not a universal? [Yes, but what is meant here is that these concretes all have different particular lengths, not that they all have the universal "length" imbedded in them.] It appears it certainly is, for it is predicable of concrete objects, and multiple distinct particulars all share it. [No, he doesn't get it!] An anti-realist answer to the problem of universals, therefore, has not yet been produced: [It has; he just doesn't understand what Rand is saying.] the explanation of how we classify multiple concretes under the same concept must advert to universals, if not in the first stage (i.e., a universal 'humanness') then in the second stage (i.e., a set of universals, the common dimensions along which humans vary). Furthermore, the specific values that things have along certain dimensions are also universals, no matter how specific they are. Take a specific length, like 'exactly 5 feet': that is a universal, not a concrete. [Yes, 'exactly 5 feet' is a universal, but this particular 5 feet is not. And for the precisely the reason he states: You will never encounter a five-foot length all by itself, lying on the sidewalk. If you encounter a 5-foot length, you will encounter it only as the length of some concrete object. It is only another way of stating this to say that '5 feet long' is a predicable, not an ultimate subject. There are two tests for a universal: (1) It can be predicated of concretes. (2) Multiple things could possess it. [No, multiple things cannot "possess" the universal '5 feet long.' They possess their own particular 5-foot lengths. To say that '5 feet long' can be predicated of concretes simply means that these concretes can be classified according to a certain abstract length; it doesn't mean that the abstract length must somehow inhere in the concretes.] We've just seen that '5 feet long' satisfies #1. It also satisfies #2: multiple things could be 5 feet long simultaneously. (It does not matter whether multiple things actually are 5 feet long. In fact, probably nothing is exactly 5 feet long, unless you count parts of objects like "the first five feet of the floor." The point is there is no reason in principle why there couldn't be a 5-foot long object, and if there were one, there is no reason why there couldn't be two.) So we see that Rand's theory of concepts adverts to two things that appear to be universals. She does not attempt to explain these things, in turn, in terms of anything else. So it seems that Rand is a realist, specifically an immanent realist, whether she knows it or not. This is not, per se, a problem with her view. I am a realist too, as I think every sensible person should be. There is no way of providing the sort of 'objective basis' for concepts that Rand is trying to provide without talking about the properties that multiple objects fitting under a single concept have in common. Rand has just described what they have in common in a fairly elaborate way. She has not, and could not possibly without making concepts nothing but arbitrary groupings, done away with the notion of there being anything in common to multiple objects. [To say that multiple objects have something "in common" simply means that they are grouped together according to their similarities as against a background of difference with the group symbolized by a name, which can then be applied to any member of the group. E.g., human beings are grouped together because they bear a greater similarity to each other than they do to the animals from which they are being differentiated. But that doesn't mean that the grouping is arbitrary, because the similarities and differences are real. There is an objective basis for the classification. Rand is not a nominalist, nor is she a moderate realist or a Platonist. She can't be pigeon holed in this manner by being straightjacketed into these traditional but erroneous classifications. She has her own unique theory of concept formation. Why can't Huemer accept that, and make at least a minimal effort to understand what she is saying?! This reminds me of Howard Roark's designs being rejected, because they didn't conform to traditional architectural standards. Even when she was writing The Fountainhead, Rand apparently realized that she had something to offer that was unique and unprecedented in the realm of philosophy, just as her hero, Howard Roark, did in the realm of architecture.
- Bill
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