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Axiology
GOFAI & Axiology
Good Old Fashioned
Artificial Intelligence
Database Management Systems
Passing The Turing
 A human judge engages in a natural
language conversation with two
other parties one a human and the
other a machine;
 If the judge cannot reliably tell
which is which, then the machine is
said to pass the test.
 It is assumed that both the human
and the machine try to appear
human.
History of AI
John McCarthy
 Computer scientist
 Received the Turing Award
in 1971
 Mathematical logic
supporting the creation of
LISP

The choice for AI
development
Philosophical Recognitions
 Dr. Edmund Husserl’s Phenomenology Psychology
 Dr. Kurt Godel’s Continuum Hypothesis
 Dr. Robert S. Hartman’s Formal & Applied Axiology
Mathematical Recognition
John Robert Hendricks
 In 2000, mathematician JR Hendricks designed an
inlaid hypercube called “tesseracts”.

In mathematics, a hypercube is the k-dimensional
generalization of squares, cubes and tesseracts.

Meaning, a number of integers ordered in such that the
sum of the numbers of each pillar, along any axis as well
as the main space diagonals equal to a single number.
History of Hypercubes
 Around 1000BC in china the magic square was
referred to as the Lo Shu Square or as the “scroll of
the River Lo”.
 In the 1700’s, Benjamin Franklin constructed his
famous franklin squares.
 Hypercubes began in 1886 and 1878 by Rev. A.H.
Frost who coined the term nasik for the type of
square commonly called pandiagonal and often
called perfect.

Hendricks model had 13 lines or number constellations
that sum correctly.
Technical Recognitions
 Ross Ihaka and Robert Gentleman at the
University of Auckland, New Zealand.

R (Programming Language)


Semantic dialect of Lisp;
Widely used as the de-facto standard for
statistical software development.

Windows, Mac OS and several Linux operating
systems.
Significant Milestones
 The first software development library was
achieved in 1987.

The library is used by over 10,000 Clipper
developers world wide.
 The first paper inlaid hypercube modeling
was completed in 1998.
 Software construction began in July of 2000.
 Framework and engine completed in 2006.
Most Common Forms of AI
Computational Intelligence
 Fuzzy systems
 Neural networks
 Evolutionary computation
Least Common Forms of AI
Synthetic Intelligence or GOFAI
 the machine (PC) must inertly duplicate the human
mind in such a manner that the synthetic mind
 can be studied
 can be animated within
the memory of the
machine.
GOFAI Achievable
 Failed attempts at GOFAI
were attributed to lack of
technical achievements


Inadequate development
environment for coding
Bad operating systems
 GOFAI failed because of
structural design
Failure of the
Software Industry
 The software development industry over its
30 year history has suffered from


Increasingly high unreliability
Low productivity
 50% of all software development projects
that begin never get deployed
 The Internet is increasingly experiencing
high unreliability and low productivity
Web 3.0
The Semantic Web
World Wide Web Consortium
(W3C) promotes the evolution
of the Internet.
 The W3C is a non-profit organization that among other
things, develops industry standards and specifications
for the emerging semantic web
 W3C is now completing its third year in the semantics
R&D to assist in evolving a better web experience.
Surviving the Millennium
 The ability to change and implement change


Systems must to be declarative
Changes should not necessarily require a
computer programmer
 Information dissemination without structured
processes

No hard coded application specific routines
GOFAI vs. Modern Software
Structuring
 Modern software architectures are comprised
of two distinct structures


executable code
data storage readable only by the executable.
 GOFAI software architectures are comprised
of three distinct structures.



Resource Descriptive Frameworks (Frameworks)
Executable code (Engine)
Storage (SQL Databases)
GOFAI
Framework Advantage
 GOFAI Frameworks provide three key
advantages



Created in a fraction of time
Cost pennies to the thousands
Frameworks are editable

The ability to change and implement change
 Application Program Interfaces drastically
reduce development time
Full System Dynamics
 The following discusses Full System Dynamics that
define the GOFAI “continuum” and
“psychologically model the human mind”.

The continuum establishes cognition


Cognition is the information processing view of an individual
psychological functions.
Axiology defines the Persistent Ontology that models the
psychological property values.

The persistent comes from maintaining and developing basic
categories and relationships of the state of being or existence to
define types, subtypes and super-types within a framework.
Asymptotic Analysis &
Asymptotic Geometry
Asymptotic Continuum
 Asymptotic analysis is a
method of describing
“limiting” behavior.
 Asymptotic geometry is a
method to quantify surfaces
virtually permeated within a
spatial environment.
Asymptotic Expression
GOFAI Stratum Cognition
 Asymptotic persistent number set to spatiotemporality



Resource(8,1,6), Storage(3,5,7), Retrieval(4,9,2)
Presentation(8,3,4)(9,5,1)(2,7,6),Selection(3,9,3)(5,5,5)(7,1,7),Animation(7,6,2)(1,5,9)(4,3,8)
Systemic(8,3,4), Extrinsic(1,5,9), Intrinsic(6,7,2)
 W = {w | 1,2,3} = {Absolute,Inference,Reference}
 S = {s | 1,2,3,4} = {Self[W],World[W],Potential[W],Unrealized Potential[W]}
 TS = Trajectory(S)






d(i)[w(i)] = {i,w | 1,2,3} = {Resource[W],Storage[W],Retrieval[W]}
e(i)[w(i)] = {i,w | 1,2,3} = {Presentation[W],Selection[W],Animation[W]}
c(i)[w(i)] = {i,w | 1,2,3} = {Systemic[W],Extrinsic[W],Intrinsic[W]}
P1 = {e(i)[w(i)] | 1} = { {d(i)[w(i)] | 1,2,3}, {c(i)[w(i)] | 1,2,3} }
P2 = {e(i)[w(i)] | 2} = { {d(i)[w(i)] | 2,3}, {c(i)[w(i)] | 2,3} }
P3 = {e(i)[w(i)] | 3} = { {d(i)[w(i)] | 3}, {c(i)[w(i)] | 3} }
 TS* = { }, {p1},{p2},{p3},{p1,p2},{p1,p3},{p2,p3},{p1,p2,p3}
GOFAI
Full System Dynamics

Building the GOFAI engine
Asymptotic Stratum String Theory
 Asymptotic Geometric Differentiation
 Asymptotic Number Set Theory
 Asymptotic Persistent Unifiers


Accessorizing the GOFAI engine
API Containers
 Educating the GOFAI
 Training the GOFAI


Turing Test
Standard String Theory
 A model used for fundamental physics to make up
the building blocks of one dimensional strings

Strings give properties to zero-dimensional particles
 With the string theory the possibility emerges that
“unify” the known natural forces by describing
them with the same set of equations

Gravitational, electromagnetic, weak nuclear and strong
nuclear
M-String Theory
 The M-String Theory supports that super string
theories may be related by dualities

this allows one super string to infer to another super string
theory
 Asymptotic stratum strings are similar to dual string
theory in that they unify strings using theoretic
dualities by inferences from asymptotic influences.
Stratum String Theory
 Asymptotic stratum string theory applies content from

the “descriptive” “negative” “structure” “finite” “closed”
Self
 Synchronized by Persistent Influences to

the “declarative” “inclusive” “unstructured” “infinite” “open”
World
Realized Potential
Unrealized Potentials
GOFAI
Full System Dynamics

Building the GOFAI engine
Asymptotic Stratum String Theory
 Asymptotic Geometric Differentiation
 Asymptotic Number Set Theory
 Asymptotic Persistent Unifiers


Accessorizing the GOFAI engine
API Containers
 Educating the GOFAI
 Training the GOFAI


Turing Test
Formulating the GOFAI
Continuum Model
 Axiology is based upon triples

Systemic, Extrinsic and Intrinsic
 Therefore set framework width (triples)
 Prepare to differentiate the surfaces using the
following Continuum formula


d = dimension viewed, v = visible plains,
t = total plains
dv * t
GOFAI
Asymptotic Continuum
Asymptotic
Tesseractic Tetracomb
 Continuum modeled is
the 3rd Dimension, with
3 visible plains and 6
total view points.
33 * 6 = 162
 The continuum is now
spatially differentiated
into 162 surfaces making
up 27 Qubits.
GOFAI
Full System Dynamics

Building the GOFAI engine
Asymptotic Stratum String Theory
 Asymptotic Geometric Differentiation
 Asymptotic Number Set Theory
 Asymptotic Persistent Unifiers


Accessorizing the GOFAI engine
API Containers
 Educating the GOFAI
 Training the GOFAI


Turing Test
Pandiagonal Distribution of
Prime Numbers
 The asymptotic distribution of prime number
sequencing for Tesseractic Tetracomb surfacing
provides 17 number set constellations.

8 sectional, 3 horizontal and 6 vertical number set
The differentiated spatial surfaces
are simple equations that produce
the same modal result called
Constellations.
Calculating a Hypercube
Quantum Gates
Cognitive Constellations
3 Constellations with
modal 15 have 1,0,2
3 Prime Numbers
2 Constellations with
modal 15 have
1 Prime Number
2 Constellations with
modal 15 have
2 Prime Number
2 Constellations with
modal 15 have
3 Prime Number
2 Constellations with modal
15 & 1 modal 20 have 1,2,2
5 Prime Numbers
3 Constellations with modal
15 have 1,2,2
5 Prime Numbers
3 Constellations with
modal 15 have 1,2,0
3 Prime Numbers
GOFAI
Full System Dynamics

Building the GOFAI engine
Asymptotic Stratum String Theory
 Asymptotic Geometric Differentiation
 Asymptotic Number Set Theory
 Asymptotic Persistent Unifiers


Accessorizing the GOFAI engine
API Containers
 Educating the GOFAI
 Training the GOFAI


Turing Test
Asymptotic Persistent Unifiers
Radical “Plains”
Three Horizontal Persistents and Six Vertical
Persistent Plains
[Domain]
[Content]
[Constructs]
[Catalogs]
[Containers]
[Resource]
[Storage]
[Retrieval]
[Exposition]
[Animation]
[Selection]
[Presentation]
Stratum Cognitivity Between
Ontology Landscapings
Axiological
Valuing
The Asymptotic Continuum
GOFAI
Full System Dynamics

Building the GOFAI engine
Asymptotic Stratum String Theory
 Asymptotic Geometric Differentiation
 Asymptotic Number Set Theory
 Asymptotic Persistent Unifiers


Accessorizing the GOFAI engine
API Containers
 Educating the GOFAI
 Training the GOFAI


Turing Test
API Containers
API Containers store and retrieve information,
including application specific tasks.
 Containers may include
API’s for labeling, editing,
calculations, interfacing
etc…
 API Containers may be
framework interchangeable.
GOFAI
Full System Dynamics

Building the GOFAI engine
Asymptotic Stratum String Theory
 Asymptotic Geometric Differentiation
 Asymptotic Number Set Theory
 Asymptotic Persistent Unifiers


Accessorizing the GOFAI engine
API Containers
 Educating the GOFAI
 Training the GOFAI


Turing Test
No Workstation Left Behind
Education is Important

The vocabulary and thesaurus are also based upon
spatiotemporality influences




210,000 possible cognitive lookup words
115,000 synonyms sets with definitions
140,000 root words
Prepare GOFAI with semantic awareness to
recognize and differentiate words as properties


Nouns, verbs, adjectives, adverbs, prepositions,
interjections and conjunctions.
Proper nouns are persons, places and things
GOFAI
Full System Dynamics

Building the GOFAI engine
Asymptotic Stratum String Theory
 Asymptotic Geometric Differentiation
 Asymptotic Number Set Theory
 Asymptotic Persistent Unifiers


Accessorizing the GOFAI engine
API Containers
 Educating the GOFAI
 Training the GOFAI


Turing Test
Extract
Descriptive Framework
 Axiological Fractalization parses existing content
into an axiomatized ontology distinguished by



By type, subtype and super types
As nouns, verbs and subject matter
Disseminated into constructs, catalogs and containers.
 The ontology is unique to the influences of
spatiotemporality.
GOFAI
Full System Dynamics

Building the GOFAI engine
Asymptotic Stratum String Theory
 Asymptotic Geometric Differentiation
 Asymptotic Number Set Theory
 Asymptotic Persistent Unifiers


Accessorizing the GOFAI engine
API Containers
 Educating the GOFAI
 Training the GOFAI


Turing Test
Thank you
 Questions?
 Big picture


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