The biological
evolution of information processing
in the evolut=
ion of
language & learning,
and
my search for=
the
missing link between body and mind
=
o:p>
Section 2:
A simplified =
model
of the mechanical and optical hardware common to most vertebrates:
the interface=
to
the world and ‘shared reality’
via action and
vision
Rainer von
Königslöw, Ph.D.
=
Abstract=
=
I
speculate that there is a missing link, something that connects physical
activity to mental activity.
Furthermore, I speculate that this missing link is related to the
biological evolution of language and learning. I investigate questions that are u=
sually
addressed in the field of neuroscience with empirical investigations. I propose a paradigm that investig=
ates
these questions from the perspective of information processing, and thus al=
so
fits into the field of artificial intelligence. I propose a design that uses an
‘inner language’ to control action sequences and to integrate
visual perception into action. I
investigate how this ‘inner language’ facilitates and enhances
learning. The investigation
demonstrates and validates the feasibility and benefits of the ‘inner
language’ design with working prototypes.
=
=
=
TOC
=
Introduction: summary of previous sections. 5=
Chapter
1: A simple mechanical model =
for
vertebrates. 6=
Chapter
2: Optics for vertebrates: converting images into information=
.. 14=
Chapter
3: Hearing machinery: converting sound into information<=
span
style=3D'color:windowtext;display:none;mso-hide:screen;text-decoration:none;
text-underline:none'>.. 16=
Chapter
4: Hardware for perceiving to=
uch,
smell, taste, and other senses – including proprioception =
span>18=
Expanded TOC<=
o:p>
=
Introduction: summary of previous sections. 4=
Chapter
1: A simple mechanical model =
for
vertebrates. 5=
Topic
1: model-variant for humans
illustrating common mechanical components 5=
Topic
2: A stick-figure representat=
ion of
the model for humans with joints and rigid bone structures <=
!--[if supportFields]>=
PAGEREF _Toc213401052 \h 6=
Topic
3: coordinated locomotion for
humans with the mechanical components of the model 8=
Topic
4: a simple mechanical model =
of
joints, powered by muscles that are controlled by neurons <=
!--[if supportFields]>=
PAGEREF _Toc213401054 \h 10=
Topic
5: the eyeball as a specializ=
ed
mechanical joint 11=
Topic
6: the hardware and mechanics=
of
hearing. <=
/span>12=
Chapter
2: Optics for vertebrates: converting images into information=
.. 13=
Topic
1: the hardware of the eye. 13=
Topic
2: the eye as a video camera:=
raster scan image acquisition.. 13=
Topic
3: converting a fast sequence=
of
raster scan images to a relatively steady or slow moving 2D and 3D vector
representation of recognized objects. 14=
Topic
4: 2D and 3D scalable vector =
images. 15=
Chapter
3: Hearing machinery: converting sound into information<=
span
style=3D'color:windowtext;display:none;mso-hide:screen;text-decoration:none;
text-underline:none'>.. 15=
Topic
1: 2 stage analog to digital
conversion.. 15=
Topic
2: The geometry of sound: extracting meaning. 16=
Chapter
4: Hardware for perceiving to=
uch,
smell, taste, and other senses – including proprioception =
span>17=
Topic
1: touch and force feedback &=
#8211;
and conversion into information.. 17=
Topic
2: balance and a sense of up =
and
down – and conversion into information 17=
Topic
3: smell and taste – and
conversion into information.. 17=
=
=
=
=
=
=
=
=
=
=
I have
selected 9 types of joints, primarily for locomotion, which simplifies the
model. These joints should be
shared by most of the vertebrates, thus allowing us to generalize our resul=
ts,
even though the specific actions will be different. For the legs I have selected ankle=
s,
knees and hip joints. In the
illustrations below, the skeleton is on the left and a simple wooden maniki=
n on
the right. A stick-figure mod=
el
will be displayed below.
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
For the
arms I have selected the wrist, elbows, and shoulder joints.
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
To
support sitting and head positioning for vision, I have also included the w=
aist
and the neck.
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
=
=
I show
the model for humans, but most vertebrates should share the essential
components
=
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
=
Walking
is a good example:
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
The next
illustration only shows the previously weight-bearing foot being unloaded.<=
o:p>
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
The next
illustration is at the mid-point of the stride.
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
The next
illustration only shows the unweighted leg moving almost to the front.=
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
The
final illustration shows the end of the stride, with the unweighted leg at =
the
front ready to take the weight, and the other leg at the back getting ready=
to
unload.
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
I have
simplified the action sequence by only rotating the hip and the knee in the
plane of travel. Normally the=
hip
rotates a bit in the plane parallel to the stage, and the ankle rotates.
=
=
=
To
simplify the investigation, joint movement in a given plane of rotation is
controlled by the relative tension of a pair of opposing muscles. An elbow joint might only need one=
pair
of muscles, but the shoulder joint needs 3 pairs since it can move in more
directions. The planes of rot=
ation
for a joint are relative to the limb the joint is attached to.
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
=
=
For the
eye we need a special joint to control the direction of vision.<=
/span>
=
<=
span
style=3D'font-size:14.0pt;font-family:Garamond'>
=
=
=
Hearing
has a mechanical component in converting sound waves into electrical
information. Many species als=
o have
directional control over ears.
Hearing is not covered by the present model, but some discussion has
been included to allow speculation on the compatibility with the proposed
model. The material below is =
from
Wikipedia:
=
Main article: Organ
of Corti=
The organ of Corti forms =
a ribbon
of sensory epithelium which runs lengthwise down the entire cochlea. The ha=
ir
cells of the organ of Corti transform the fluid waves into nerve signals. T=
he
journey of a billion nerves begins with this first step; from here further
processing leads to a panoply of auditory reactions and sensations.

<=
/span>
Main article: Hair ce=
ll
Hair cells are columnar c=
ells,
each with a bundle of 100-200 specialized cilia at the =
top, for
which they are named. These cilia are the mechanosensors for hearing. Light=
ly
resting atop the longest cilia is the tectorial membrane, which moves back =
and
forth with each cycle of sound, tilting the cilia and allowing electric cur=
rent
into the hair cell.
Hair cells, like the
photoreceptors of the eye, show a graded response, instead of the spikes
typical of other neurons. These graded potentials are not bound by the
“all or none” properties of an action potential.
=
=
=
=
=
What is
perceived depends both on the orientation of the eye and on the focus. We shall assume there is enough li=
ght
and not too much. (Below, From
Wikipedia, the free encyclopedia:)
=
<=
/p>
=
=
The
image perceived must be converted from optics to electric information throu=
gh
photosensitive receptors on the retina.&nb=
sp;
=
=
In
computer graphics, a raster graphics image or bitmap, is a data structure
representing a generally rectangular grid of pixels, or points of color,
viewable via a monitor, paper, or other display medium. Raster images are
stored in image files with varying formats (see Comparison of graphics file
formats).
=
=
A bitmap
corresponds bit-for-bit with an image displayed on a screen, generally in t=
he
same format used for storage in the display's video memory, or maybe as a d=
evice-independent
bitmap. Bitmap is technically characterized by the width and height of the
image in pixels and by the number of bits per pixel (a color depth, which
determines the number of colors it can represent).
=

=
=
=
Past the
point of image reception and image acquisition, the information has to be
interpreted. In the model I a=
ssume
that the two dimensional raster scan image is converted into 2D and 3D vect=
or
images that in turn are recognized as objects.
=
In the 1980s David Marr developed a multi-level
theory of vision, which analysed the process of vision at different levels =
of
abstraction. In order to focus on the understanding of specific problems in
vision, he identified (with Tomaso Poggio) three levels of analysis: the computational,
algorithmic and implementational levels.
The computational level addresses, at a high l=
evel
of abstraction, the problems that the visual system must overcome. The a=
lgorithmic
level attempts to identify the strategy that may be used to solve these
problems. Finally, the implementational level attempts to explain how
these problems are overcome in terms of the actual neural activity necessar=
y.
Marr suggested that it is possible to investigate vis=
ion
at any of these levels independently. Marr described vision as proceeding f=
rom
a two-dimensional visual array (on the retina) to a three-dimensional
description of the world as output. His stages of vision include:
- a 2D or primal sketch of the scene,
based on feature extraction of fundamental components of the scene,
including edges, regions, etc. Note the similarity in concept to a pen=
cil
sketch drawn quickly by an artist as an impression. =
- a 2-1/2 D sketch of the scene, where text=
ures
are acknowledged, etc. Note the similarity in concept to the stage in
drawing where an artist highlights or shades areas of a scene, to prov=
ide
depth.
- a 3 D model, where the scene is visualize=
d in
a continuous, 3-dimensional map.[13]
=
=
=
The graphs
portraying a walking sequence above are based on SVG, Scalable Vector Graph=
ics,
a standard 2D representation used for the Web. The images above are based on a si=
de
view. The figure is in 3D. One can see the third dimension by
rotating the figure to show a front view.
=
=
=
=
=
While in
Ann Arbor,
people around me were working on phonetics and on speech recognition. We had a nice anechoic chamber and=
some
equipment to make nice graphs by spreading the frequencies, and marking the
intensity over time. We got s=
ome
lovely graphs like the one below, representing the sound of “I owe
you” (from Wikipedia):
=
=
<=
o:p>
=
&n=
bsp;
=
The
graph basically represents the output of a Fourier analysis starting with t=
he
waveform and ending with the amplitude over frequencies and time. The darkness represents the amplit=
ude.
=
=
=
While in
Ann Arbor,
people around me were working on phonetics and on speech recognition. I was involved with these efforts,=
even
though more focused on language comprehension. It was my ticket to the wonderful =
ARPA
graduate student conferences.
=
=
We can
treat the frequency, amplitude, and time graph as presenting us with a 2D i=
mage
in frames over time. We can t=
ry to
find features in this image, in the hope of extracting the information. At that time, the main approach was
geometric, in an attempt to find and isolate phonemes and thus to decompose
continuous speech into a narrow transcription style of phonetic analysis.
=
=
Despite
decades of effort, the results have been underwhelming to date. We may still not be asking quite t=
he right
questions. We have not includ=
ing
audio information in the model, and don’t plan to in the short term.<=
span
style=3D'mso-spacerun:yes'> However, we hope that the eventual=
ly
successful approach will involve a geometric component, since there are so =
many
other reasons for the brain and for evolution to build that kind of compete=
nce.
=
=
=
=
=
Most of
these, as relevant to locomotion, are likely to be local to the muscles and
joints involved. They are inc=
luded
in some of the models as local feedback.
=
=
=
These
are assumed but not spelled out, primarily to avoid complications in the in=
itial
models
=
=
=
These
are likely to need chemistry. I
haven’t included any of these, primarily to avoid complications in a
model that is more than complex enough.&nb=
sp;
All of this information input must, of course, be included in a more
complete and comprehensive model.
=
=
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