Indeed the tautological definitions of austrians are the basis of their praxeologic economic theory. In this way, austrians are always a priori and always right even though they sacrifice on predicting the specifics.
I’m not sure I agree with this one.
If a person builds up a logical system, something mathematicians do all the time for instance, he does it in three steps.
Step 1. Makes a list of the “things” he will be talking about. Euclid, for example, said he would be talking about lines points and circles. He may also try to tell you what these things are, by giving a definition of each of them. This is usually the messiest part of the whole system, because every definition relies on you understanding the words used in the definition. And if you try to explain those, you will have to use more words, which need more defining. It literally never ends.
There are a few ways out of this. Modern math just says, I am not going do define what they are. I will just make a list here and move on to Step 2. Euclid tried to use poetic words that would make the reader’s mind imagine what a circle is, hoping everyone would imagine the same thing. AE apparently does both at the same time, using tautologies. “We both know the vague image more or less that your common sense produces when these words are used. Well that’s the definition. Green cheese is defined to be green cheese.”
Step 2. Making a list of assumptions about the things listed in step 1. These are called the axioms of the system. How do we know these axioms are true? Modern math says “I’m not going to bother ascertaining if they are true. I am just going to assume them. Go to step 3.” Euclid appeals to common sense to see these axioms as “self evident.” So does Mises. Although they could be, no tautologies are used here. They just clutter things up. You introduce nothing new into the system by stating the obvious in Step 2, such as “a circle is a circle.”
Step 3. Here everyone appeals to common sense. They all say [even mathematicians], “Thousands of years of experience and wisdom have introduced into the storehouse of human knowledge that which is called The Rules of Deduction. We are now going to apply the Rules of Deduction to the axioms listed in Step 2 and see what new valid conclusions we come up with.” A tautology is a valid deduction. Green cheese is indeed green cheese. But it is never used, because it is a triviality. We all knew that already.
OK we have shown what a deductive system looks like when all goes well. Where can mistakes creep in?
In step 1: Applying the definitions where they don’t fit. It may be true that “All elite basketball players can dunk the ball.” But if you think some guy in a wheelchair fits the definition of an elite basketball player when he doesn’t, you will think he can dunk the ball when he can’t.
In step 2: Choosing the wrong axiom. Had Euclid taken it as a self evident that the shortest distance between two points is a circle, he would be in trouble.
In step 3: Using the wrong rules of deduction. If a person accepts as a valid rule of deduction that “Everything I say is right,” he will grind out errors.
The point of all this is that using a tautology does not guarantee you will avoid any of the possible mistakes listed above.
I think this is the main point of contention between austrians and the neoclassicals, that the NCs want to predict everything with eqns and the austrians are content to simply understand what is currently happening. I guess you can’t make any money or get any kred if you don’t at least pretend to know what the economy is going to do.
I am very surprised at this one, Snowflake. AE is full of predictions. Here are a few: If you print money, you will get inflation. A socialist state will waste resources. In a Socialist state, the odds are excellent that no one will get what they want. A boom caused in a certain way will always produce a bust. Any attempt whatsoever by gov’t to end a recession will lengthen it. Any decrease in govt interference in any sphere of economic activity will produce better results.