Re: Nonrenormalization vs Renormalization 63: If Subtraction is More Fundamental Than Integration vs Differentiation, Then What Happens to Functional Analysis?
- From: "OsherD" <mdoctorow@xxxxxxxxxxx>
- Date: 16 Jun 2006 12:32:13 -0700
From Osher Doctorow mdoctorow@xxxxxxxxxxx
"Finder"'s bizarre posting of my old post from superstringtheory.com,
which I typed when I was much less experienced on the internet (I'm 67
now, and it took me years to get used to the internet), reminds me of
the early 1900s Dreyfuss Case, when French anti-Semites (anti-Jews for
those who now refer to only Islamists as Semites) fabricated propaganda
for a trumped-up trial that makes Stalin's and Hitler's trials look
like kindergarten exercises. You remember people accusing Senator Joe
McCarthy of taking things out of context? Well, guess who has
inherited the "out of context" mentality?
On the other hand, it's fine with me for people to see earlier stages
in the development of my thinking. You can see the development of
Creative ideas already in my earlier poststo superstringtheory.com,
together with some far out wrong ones. Are mistakes only permitted
for black and Latino criminals?
Of course, nowadays we have George Soros' billionaire-funded MoveOn.Org
which makes the Dreyfuss propaganda look like kindergarten. Soros
types want to win allies among the Educational Mafia Bureaucrats and
the Peace-At-Any-Price and My-Ethnic-Group-At-Any-Price and the
My-Position-At-Any-Price students, teachers, professors.
Non-Conformists are their main threat just as they are the main threat
to the Educational Mafia, the Big Government Mafia, the Big Corporation
Mafia, etc. It's especially important to them before this November's
Election, when they hope to return power to the billion dollar State
University and State College Bureaucrats and the incompetent Secondary
schools not to mention dictatorial Hungarian and other billionaires'
coffers.
Osher Doctorow
.
- References:
- Nonrenormalization vs Renormalization 63: If Subtraction is More Fundamental Than Integration vs Differentiation, Then What Happens to Functional Analysis?
- From: OsherD
- Re: Nonrenormalization vs Renormalization 63: If Subtraction is More Fundamental Than Integration vs Differentiation, Then What Happens to Functional Analysis?
- From: vanep
- Re: Nonrenormalization vs Renormalization 63: If Subtraction is More Fundamental Than Integration vs Differentiation, Then What Happens to Functional Analysis?
- From: Finder
- Nonrenormalization vs Renormalization 63: If Subtraction is More Fundamental Than Integration vs Differentiation, Then What Happens to Functional Analysis?
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