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Sun, Jul 15 2007 1500 Almost Every Subject And, she said yeah, well,
I can have an intelligent conversation
on almost any subject.
top that?

Lets talk about software: There they say
that the nice thing about standards is that
there are so many to choose from.

Lets talk philosophy: There anything goes,
so I say,
the nice thing about words is that
you can hide behind them,
not stand behind them,
and also do both at once.

Lets talk about comedy: There they say
the main difference between men and women
is that women can change their mind.

Lets talk about probability theory:
It is a bit risky to say you can talk about almost
any subject, without adding with almost anyone.


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Fri, Jul 13 2007 155 Gauss His true genious was to connect mathematics and reality,
by prooving and classifying from reality,
the true axioms of mathematics.

In math, we first take axioms for granted to be true.

If we use a system of logic where the axioms are not true,
then the system can only be used for teaching logic:

What is true then, in an axiom, if we can not proove it is true,
to make it different from the axioms that lead to
no Aristotelian logic constructs that we will ever use?

This is in fact the difference. They pertain to reality,
and Gauss has shown us that,
through mathematics.


In complexity theory -
a field in computer science theory that deals with
the complexisty of computer programs -
there is this set of very complex problems called
NP complete.
These are defined by means of a concept called Reduction.

A reduction is a logical transofrmation of one problem
to another.
If one can reduce problem A to problem B,
then B must be a harder problem or equal,
and if B were soleved,
then A is considered solved,
because it is reducible to a solved problem.

Computer science theorist have collected a large set
of such problems, showing reductions in both directions,
thereby establishing equivalence of the problems,
without ever solving any.
They are too complex, probably, to be actually solved.
But if one is ever solved in the future,
then automatically all others are solved too.
From a theoritical standpoint,
this concept is very powerful.
A world of logic consturcts with many reductions
after long research, has been built,
atop a foundation yet to be discovered.

Reduction is a mathematical construct, not just a concept.
It is a methemtical description of what logically
constitutes what is termed by this, and proof
of why it is logically correct.

Gauss connects math to reality. It is implied
by looking at his conclusions from the mathematical point
of view of reductions, and follow aristotelian logic.

The primary concept is obvious:
Reality can be counted,
and pure mathematical deductions can be drawn.

But if a certain demographic of reality can be
prooven statistically to be correct,
whereas we know this fact also to be correct
from other observations of reality,
then we can take the statistical conlusion from Gauss
to be inhetrently correct, because we know it to be true
from other sources.

This being the case we start a process of reduction
that will in the end up saying the follwing:

The axioms are prooven to be true, (in as far as reality is true,)
in all cases where the conclusions regarding reality,
which we otherwise know to be true somehow,
where the axioms are used in mathematically
arriving at the same known conclusion.

The details of the reduction process itself are not important
in this case, but it is worth noting
that the same can probably be prooven
by other means, even though mathematical proofs
in general do not necesserily work if you reverse
the order of deduction.
"A prooves B" does not necessarily imply "B prooves A",
and so a reversal may or may not be logically correct.

In other words, Gauss has classified the axioms
of mathematics that were used for prooving the central
limit theorem as correct.

The axiom, and the thorem are equivalent,
to the extent that conclusions from the theorem,
can be shown from other means to be correct.

For example, if election poles match statistical predictions,
then it is proof that A+B always equals B+A.

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Wed, Jun 06 2007 100 World War II made two questionable contributions
to the evolution of mankind:

1. It entrenched in human psychology that the Jewish people
is special and is to be noticed henceforward.

2. It made humanity think that the savior of the future,
atomic energy, is evil.

Atomic Energy is the solution behind the flawed
logic of the movie The Matrix.

We are consumers of energy, and have only the sun,
the center of the earth, and atomic energy in the vicinity,
that we can potentially consume.

The sun we compte over as all of Nature.
It is a very limited and well consumed resource.
The center of the earth we have yet to reach
to consume its energy.
Harnessing a few more Geysers is not going to make
a difference any time soon.

While the leaders of the world are trying frantically
to perserve knowledge and experience with atomic power,
there is a huge war going on for budgets,
powered by common knowledge that
atoms are evil.
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Sun, Jun 03 2007 100 Programming The difference between syntax errors
and logical errors is that syntax errors are calm.

They never call you at two oclock in the morning two
years later.
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