The last ten years of my career in the US intelligence community were spent doing
standards for interoperability. Every one wanted to make a new standard when there was
always one that could be used with only minor additions. 73, Lyle
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On Monday, October 14, 2024, 9:03 AM, John F Sowa <sowa(a)bestweb.net> wrote:
Alex,
Before you make any proposals about methods of formalizing anything, please study the work
that the international organizations have been doing for many years. I worked with some
of those organizations as a representative of IBM (30 years ago), and later when I was
working with some start-up companies.
They have some very good people working on those standards, and the specifications they
produce are actually IMPLEMENTED in working systems. They are much more than email notes,
which people delete after a few days.
Alex: whether it will be a language from the DOL family or Python is the choice of
enthusiasts.
No. Emtjusiasts are amateurs. Some of them may be very intelligent amateurs, but
anything they do vanishes when they get bored with it. DOL is an professional standard by
the Object Management Group (OMG), and it supports other standards by International
Standards Organisation (ISO), and the Semantic Web. Those organizations develop standards
that are adopted and implemented by professionals for software that is used by thousands
or even millions or billions of people.
Following is a reference from my previous note. I urge you to follow the links to the work
by PROFESSIONALS in slides 8 to 11 of
https://jfsowa.com/talks/eswc.pdf
John
From: "Alex Shkotin" <alex.shkotin(a)gmail.com>
JFS:"To Alex: There is no need for you (or anybody else) to lean Python. With the
DOL standard, any syntax that conforms to the ISO standard for Common Logic can be
automatically translated to and from any syntax that can express FOL or many subsets and
supersets of FOL. That includes OWL, Turtle, UML, and even TPTP (Thousands of Problems
for Theorem Provers)."
The situation is just the opposite. Formalization of a unit of knowledge (in this case,
two theorems) can be placed in the framework of the theory (exactly this one!) in any
language. The main thing is that there are enthusiasts who undertake to formalize this
particular theory in this particular formal language. And whether it will be a language
from the DOL family or Python is the choice of enthusiasts.
The beauty of formalizing a unit of knowledge is that they are usually small (definitions
can be several sentences long), of course, except for proofs that can take up terabytes
(but in this case it's initially formal). The main thing is that the new unit is
consistent with those already in the framework. This structure of the framework of the
theory is known but not simple........
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