Where is your proof that those things are correct?
I can't find them, but I doubt that it is proof based on an experiment anyway.
T. Mosley said:Austrian economics is based off of observations (i.e. empiricism) of human behavior for several hundred years. Based off of those observations, it is possible to make certain predictions as to what the result of similar behavior today will be. From that same empiricism, it is possible to construct a logical framework which can be used to explain most or all human social behavior and decision making, and what effect any number of events might have on such decisions.
Certain axioms might also become apparent during such study.
Ludwig von Mises said:Praxeology is a theoretical and systematic, not a historical, science. Its scope is human action as such, irrespective of all environmental, accidental, and individual circumstances of the concrete acts. Its cognition is purely formal and general without reference to the material content and the particular features of the actual case. It aims at knowledge valid for all instances in which the conditions exactly correspnd to those implied in its assumptions and inferences. Its statements and propositions are not derived from experience. They are, like those of logic and mathematics, a priori. They are not subject to verification or falsification on the ground of experience and facts. They are both logically and temporally antecedent to any comprehension of historical facts. They are a necessary requirement of any intellectual grasp of historical events. Without them we should not be able to see in the course of events anything else than kaleidoscopic change and chaotic muddle.
A priori deduction isn't proof in the scientific sense.
Example #1.
Pythagoras deduced that the square of the hypotenuse equals the sum of the squares of the sides of a right triangle from Euclid's five axioms:
1. To draw a straight line from any point to any point.
2. To produce [extend] a finite straight line continuously in a straight line.
3. To describe a circle with any center and distance [radius].
4. That all right angles are equal to one another.
5. The parallel postulate: That, if a straight line falling on two straight lines make the interior angles on the same side less than two right angles, the two straight lines, if produced indefinitely, meet on that side on which are the angles less than the two right angles.
You can't prove things about human action.
I don't think a triangle is nearly as complex as humans.
Is there anybody reading this thread who has a PhD? Who has a stake in neoclassical economics? Who at least knows big words like “deduce” without having to be pointed to a dictionary?
I wait for a worthy opponent.
Why is this necessarily linear? Couldn't this be more generally true as an affine function, since what someone values may not nessarily go through the origin (0,0). I mean, maybe I value something like a sock at 0 if their is only one, since I want a pair.1)* One's value scale is totally (linearly) ordered:i)*Transitive;*p ≤ q and q ≤ r imply p ≤ rii)*Reflexive;*p ≤ piii)*Anti-Symmetric;*p ≤ q and q ≤ p imply p = qiv)*Total;*p ≤ q or q ≤ p
1) One's value scale is totally (linearly) ordered:
i) Transitive; p ≤ q and q ≤ r imply p ≤ r
ii) Reflexive; p ≤ p
iii) Anti-Symmetric; p ≤ q and q ≤ p imply p = q
iv) Total; p ≤ q or q ≤ p
Why is this necessarily linear? Couldn't this be more generally true as an affine function, since what someone values may not nessarily go through the origin (0,0). I mean, maybe I value something like a sock at 0 if their is only one, since I want a pair.
An ordering is a way of comparing any two items in a set. For instance, if you were a grade-school teacher, you could order all of the children in your class by height. Asking them to form a line from the tallest to the shortest is unambiguous. There may be some squabbles as to which of two boys is taller, but the issue can easily be settled with a tape measure. If it cannot, then they are of equal height and (conceptually, if not literally) they occupy the same point on the line.
Intelligence is a different matter. What if one child is good at math, another at chess and a third excels in music? Which one is more intelligent? There is no tape measure that can resolve this dispute. Thus, intelligence is not an ordering, while height is. I claim that value is an ordering, like height. Specifically, it is transitive, reflexive and anti-symmetric.
But what does “total” mean? It means that any two items can be compared. An example of an ordering that is not necessarily total is subset. It can be total: If one’s sets are defined as everybody less than or equal to 5’0’’, everybody less than or equal to 5’1’’, etc, then all of those sets can be ordered by the concept of subset just as the children were by height. But what if one set is girls and one set is blondes? Not all girls are blonde, but neither are all blondes, girls – boys can have yellow hair too. So subset can be, but is not necessarily, total. Height is a total ordering and, I claim, so is value.
A person is not mainly concerned with stock when making economic transactions, but rather their future expectations of their disposable income. Income, is not a stock.
All of my decisions are made based on my wealth. My income varies dramatically from day to day and from week to week. There are days when I make thousands and there are days when I make nothing or lose money. The same variance (scaled up) can be seen from one week to the next or from one month to the next. That's because I'm a businessman. Your point of view is very much that of the salaryman.
Onion Eater said:So Pythagoras did not prove his theorem?
Being an entrepreneur is like playing no-limit hold'em. Your win rate per hour may be an interesting statistic that you can calculate after the poker tournament is over. But, when you are sitting at the table, all that matters is how many chips you have in front of you at that moment.
All of the poker player's decisions are based on wealth, not income. The same is true of the businessman. He gambles with what he's got. If the IRS didn't ask for income figures, he would never calculate them. Income is a useless concept; it has nothing to do with the actual operation of a business.
So, economics is just a mass of free-floating opinion, is it? The best thing about post-autism is that everybody can participate because everybody has an opinion... just like everybody has an ***hole.
That attitude may work at the Mises Institute, which recruits 14-year-olds and will promote them to moderator when they're 16 if they've proven their loyalty to the cult. But there are real economists on Debate Politics.
Onion Eater said:All of the poker player's decisions are based on wealth, not income. The same is true of the businessman. He gambles with what he's got. If the IRS didn't ask for income figures, he would never calculate them. Income is a useless concept; it has nothing to do with the actual operation of a business.