Over mathification of
economics comes with many problems that I illustrated in my previous
post. Over mathification implies that the person doing the
calculations is able to have perfect information or at the least
enough information to make
your calculations. Not to say the results of whatever calculations
should be wrong or right but that you can't make every economic
statement based on this idea and that the math isn't necessary for
economic theory.
On
a similar tangent I believe that just because an economic theory
seems fine on paper doesn't mean it extends to the real world. Walter
Block talked about the world illustrating economic theory instead of
proving it in his talk on Austrian Economics and Libertarianism. I
find his complete and utter confidence in his theories slightly
unsettling in light of the fact that they don't necessarily work all
the time. This could be for a variety of reasons, many of which he
isn't taking into account. It's this simple fact that he theories can
be wrong seems to make for the
fact that they don't take everything into account which is an
impossible feat.
This argument extends for my ideas n
transitivity. I agree with Walter Block on the idea As of now though
I make the point that in the flawed system that exists transitivity
might have it's place. As of now the rich are more able to keep and
make money than the poor. The rich are also resistant to fail as a
group as seen in the housing crash in 2009. The rich maintained their
money while the lower classes also lost. In this instance a “free
market” isn't in action therefore I believe economic theory doesn't
necessarily work properly. IN this case I see the possibility of
transitivity working due to the fact that the world isn't a perfect
economic model. What i'm essentially trying to say is that while the
mathematics and theories of economics are noble pursuits you
shouldn't completely rely on them for your opinion on everything. The
world is a crazy place and it won't always follow the grand plan
being enacted in your imagination.
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