I was fumbling around through a couple of lectures on the Mises website, and I ran into one of Robert Nozick’s criticisms about Austrian economics. One of the things he deals with is how the Austrian concept of indifference is incompatible with the law of marginal utility. I read Block’s reply to this, and personally, along with Block I find it “one of the most brilliant and creative criticisms that has ever been
levelled against any aspect of Austrian theory.”
“the Austrian theorists need the notion of indifference to explain and mark off the notion of a commodity, and of a unit of a commodity. . . . Without the notion of indifference, and, hence, of an equivalence class of things, we cannot have the notion of a commodity, or of a unit of a commodity; without the notion of a unit (“an interchangeable unit”) of a commodity, we have no way to state the law of (diminishing) marginal utility. (1977, pp. 370–71)”
Essentially Nozick is saying that the without the concept of indifference, Austrians can’t say two means constitute the same good. Since Rothbard classifies goods as two things of “equal servicability”, doesn’t choosing one of the goods imply that you are either 1)indiferent about which one you choose, or 2)preferring one over the other, implying that one gives greater utility and that they are not the same good? If you reply to Nozick with 1, it means you are accepting indifference, and if you reply with 2, you are basically saying that there is no such thing as a good in economics, which would tear the entire Austrian edifice down.
My own fashioned reply to this is that classifying two means as the same “good” is to rank them on a value scale while preferring one of the same units of a good (A) to another (B) is to choose between them. For example, someone is making a sandwich and needs two loaves of bread (considering two loaves of bread as one good), and opens up the plastic containing the bread and picks two loaves from it. In his mind, since each two loaves of bread is one good, there are five interchangeable units of the good in the container. So he ranks the 1st unit of the good on the top of his value scale, right under the distutility of utilizing labor/time in taking the bread out, and then the other bread goods ranked under it, implying that he will only take one unit of the bread because he does not need the others since the effort/time is too much (in essence he’s plain saving the rest, but that deals with time preference, which doesn’t really pertain to the situation). Since the goods give equal servicability, he ranks them accordingly and in this particular situation he only needs one since the benefits are greater than the costs (he doesn’t need any more sandwiches, so he ranks additional units of the bread lower since the servicability they provide to his specific ends get less and less).
But when he chooses the 1st unit of the good, he prefers unit of bread good A to the others (lets simply say the utility of choosing A was greater because it was on top of the others). In order for him to choose between the two goods, he must rank them in terms of utility (he can’t be indifferent or else the Austrians would lose the argument) with bread good A providing a greater service of utility (its closer) to the other bread goods (it takes time to fish through the wrapper and get the others). Clearly he prefers one unit of bread to the other unit of bread, implying choice and two different levels of utility, but when he considers them the same good he ranks them according to their equal servicability as he is not choosing between units of the good.
Anyway, I’d be interested to hear other’s people’s replies. From looking at some of the Austrians who’ve replied to Nozick’s conundrum, it seems to be a question they had to think about and reformulate the Austrian approach to counter. Most criticisms are responded by Austrians like “You don’t understand this, and this is why…”, whereas this is something that they actually had to think about because I don’t think Mises or Rothbard ever considered Nozick’s question.