Files
memex/0_inbox/books/TWOW/html/43 Ontological effect.html

281 lines
39 KiB
HTML

<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN">
<html>
<head>
<meta http-equiv="content-type" content="text/html; charset=utf-8">
<title>Ontological effect: Stages of evolution</title>
<meta name="generator" content="LibreOffice 4.2.8.2 (Linux)">
<meta name="author" content="Amr Gharbeia">
<meta name="created" content="20010831;14400000000000">
<meta name="changed" content="20150721;235407489451173">
<style type="text/css">
<!--
@page { margin-right: 1.2cm; margin-top: 1.2cm; margin-bottom: 1.25cm }
p { text-indent: 1.27cm; margin-bottom: 0.25cm; direction: ltr; color: #99ccff; line-height: 120%; text-align: left; widows: 2; orphans: 2 }
p.western { font-family: "Arial", sans-serif; font-size: 10pt; so-language: en-US }
p.cjk { font-family: "Times New Roman", serif; font-size: 10pt }
p.ctl { font-family: "Simplified Arabic"; font-size: 10pt; so-language: ar-EG }
-->
</style>
</head>
<body lang="en-GB" text="#99ccff" dir="ltr">
<p lang="en-US" align="left" style="margin-left: 1.27cm; margin-right: 2.54cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt"><font color="#993366"><font face="Verdana, sans-serif"><b>O<img src="data:image/png;base64,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" name="OdkCR_14" align="right" hspace="5" width="127" height="37" border="0">ntological
effect: Stages of evolution. </b></font></font>Levels of part-whole
complexity in evolving organisms, described in the previous section
are the ontological cause of another reproductive global regularity,
namely, stages of evolution. It is a regularity that shows up over
longer periods of time than the first, because it is a series of
stages, each of which is the gradual change of organisms of some kind
in the direction of their natural perfection (and the natural
perfection of the ecology they help make up). </font></font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 2.54cm; margin-right: 1.27cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt">At
each stage, some kind of organism starts off simple, uniform and weak
and gradually becomes increasingly complex, diverse, and powerful.
But evolution does not stop when they attain the natural perfection
for organisms of their kind, if it is possible for those organisms
(or important structures within them) to become, in turn, multiple
structural causes bundled together in an organism with a higher level
of organization that goes through reproductive cycles as a whole. If
such a radical random variation is possible, it will eventually be
tried out, and such higher-level organisms will also impose natural
selection on themselves by their own reproduction. That will start
another long stage of gradual evolution, because the part-whole
complexity in their structures would make it possible to try out and
accumulate a very wide range of traits. </font></font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 2.54cm; margin-right: 1.27cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt">Since
one stage leads to another, the overall course of evolution is a
ratchet-like series of stages of gradual change, each punctuated by a
more radical, revolutionary change that begins a new stage of gradual
change by trying out organisms with a higher level of part-whole
complexity. The way that higher levels depend on the prior evolution
of lower levels means that such evolutionary stages can occur only in
a certain order, from simpler to more complex, working its way up the
levels of organization. That gives evolution an overall direction
that could well lead up to beings like us and, perhaps, beyond. </font></font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 3.81cm; margin-right: 2.03cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif">Reproductive
causation can explain, therefore, punctuated equilibria and the
enormous variety of organisms. Though reproductive causation implies
that the gradual evolution at each stage leads to an evolutionary
equilibrium, it also explains why such equilibria are punctuated. The
punctuations occur when the natural perfection of organisms on one
level of part-whole complexity makes it possible for random
variations to try out organisms with a higher level of part-whole
complexity (either higher levels of primary structures or higher
levels of important structures set up by them, such as in the nervous
system). And since their higher level of organization enables them to
try out a wide range of new traits as random variations that can be
accumulated and fit together harmoniously for controlling the
conditions that affect their reproduction, a new stage of gradual
evolution would begin, leading to another evolutionary equilibrium. </font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 3.81cm; margin-right: 2.03cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif">Moreover,
if new stages of evolution can be explained by the higher levels of
part-whole complexity in evolving organisms mentioned above,
reproductive causation can also explain the variety and complexity of
existing organisms. In addition to the many varieties of organisms
that come to exist at each stage as they divide up the various
sources of free energy and become more diverse, it implies that there
are differences among organisms that come from their level of
part-whole complexity, with each level initiating a radiation of
kinds filling all the available ecological niches.</font></font></p>
<p lang="en-US" align="left" style="margin-left: 1.27cm; margin-right: 2.54cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt">Since
this explanation of evolution follows from our ontological
foundation, however, its implications about evolution are
ontologically necessary truths. They hold in any spatiomaterial world
like ours (that is, where matter has a nature that explains
ontologically the basic laws of physics and the universe has a large
scale structure with planetary systems). Reproductive global
regularities are among those necessary truths, including
revolutionary episodes in evolution and the evolutionary stages they
involve. The ontological cause of revolutionary evolution has been
described: each new stage is the evolution of organisms with a higher
level of part-whole complexity. But in order to prove that this more
complex aspect of the basic reproductive global regularity is a
necessary truth, the ontological cause must be shown to entail the
effect. That is, it must be shown that each new stage is inevitable,
given the previous stage. That is what is done in each of the ten
following sections. But the arguments will all be of the same kind.
In each case, the inevitability of the next stage of evolution is
proved by showing that the relevant higher level of part-whole
complexity is both <i>possible </i>and <i>functional</i>.</font></font></font></p>
<p lang="en-US" align="left" style="margin-left: 2.54cm; margin-right: 1.27cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt"><font face="Verdana, sans-serif">Possibility
of higher level of part-whole complexity.</font> In order to show
that a stage of evolution is inevitable, it must be shown that it is
possible for organisms with a higher level of part-whole complexity
to go through reproductive cycles as a <i>random variation </i>on the
organisms that have already evolved. What is possible depends on what
already exists, which, except for the first stage of evolution,
includes whatever is provided by the natural perfection of organisms
and ecology at the previous stage. Thus, the first task at each stage
is to show how the outcome of the previous stage of gradual evolution
makes possible the radical variation that bundles the lower level
organisms together as a higher level organism. It must do so in a way
that explains how the higher level structure can coordinate the
behavior of the lower level organisms to generate both essential
kinds of structural effects, reproduction and non-reproductive work,
in one cycle after another. It is not always obvious how that is
possible, especially at the first two three stages of evolution and
in the case of the evolution of spiritual animals. </font></font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 2.54cm; margin-right: 1.27cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt"><font face="Verdana, sans-serif">Function
of higher level of part-whole complexity.</font> Another stage of
evolution would not follow, however, even if organisms with the
higher level of part-whole complexity can be &quot;tried out&quot; in
this sense, unless the higher level enables the organisms to control
new conditions that affect reproduction. In order to evolve by
reproductive causation, they must be able to control conditions that
are beyond the reach of organisms at the lower level of part-whole
complexity, or else they will not be able to compete with existing
organisms. Indeed, there must be an entire range of powers that they
alone can evolve in order for them to go through a stage of gradual
evolution and become naturally perfect of their kind. The source of
the increased power may be obvious in the earliest and latest stages,
but it is less obvious in the case of the levels of neurological
organization which fall in the middle.</font></font></font></p>
<p lang="en-US" align="left" style="margin-left: 3.81cm; margin-right: 2.03cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif">In order to
show that <i>all </i>the stages are inevitable, however, it will not
be enough to show that each stage is inevitable, given the natural
perfection of organisms during the previous stage. It will also be
necessary to identify certain <i>major accomplishments </i>of gradual
change at each stage of evolution, because certain powers included in
their natural perfection are what make it possible to try out the
radical random variation that makes possible the next stage. That is
how each stage contributes to overall course of evolution. </font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 1.27cm; margin-right: 2.54cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt">In
the following sections, we shall derive the ten stages of evolution
that lead up to rational beings like us. We shall see, in other
words, how one stage of gradual evolution makes the next stage
inevitable, staring with the beginning of evolution and tracing a
series of stages that leads up to beings like us. The relevant levels
of part-whole complexity in the structures of organisms have already
been identified, and since each new stage is the evolution of the
next higher level, we already know that they occur in a certain
necessary sequence, if they occur at all. Thus, it remains to be
shown that they do inevitably occur, and that will accomplished by
showing that each is both possible and functional, given what is
accomplished at the previous stage. </font></font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 2.54cm; margin-right: 1.27cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt">Though
it is possible, in principle, for such a derivation to be formally
compelling, what follows is only the outline of such an argument.
Though the possibility and function of the level of organization that
evolves at each stage will be shown, we shall not show what the
natural perfection of organisms of each kind is by tracing the long
course of gradual evolution. Instead, we shall use what has evolved
on earth to tell what is naturally perfect (since it is ontologically
necessary that gradual change in the direction of natural perfection
occurs). And in some cases, the possibility of trying out the higher
level of part-whole complexity will be only be shown to be probable.
That is to leave the project of formulating this argument as a
logical deduction until later, but it will identify the conclusions
of those yet-to-be-constructed ontological arguments.</font></font></font></p>
<p lang="en-US" align="left" style="margin-left: 2.54cm; margin-right: 1.27cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt">Though
we shall follow out a series of stages that begin with biological
evolution itself and lead up to beings like us, that is not to deny
that there are other stages involved in the evolution of life on
earth. Not much attention will be paid, for example, to the evolution
of plants. And there may by other series of stages that branch off in
other directions. But the one we shall trace is the most important
one, because it leads to the organisms with the greatest power. </font></font></font>
</p>
<p lang="en-US" align="center" style="margin-left: 1.27cm; margin-right: 2.54cm; text-indent: -0.64cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><img src="data:image/png;base64,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" name="Stages" align="bottom" width="600" height="350" border="0"></font></p>
<p lang="en-US" align="left" style="margin-left: 1.27cm; margin-right: 2.54cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt"><font face="Verdana, sans-serif">Natural
perfection of life.</font> The proof that evolution goes through a
series of inevitable stages is proof that evolution by reproductive
causation is change in the direction of natural perfection in a far
grander sense that the natural perfection of organisms and ecology,
which are the direction of gradual evolution at each stage. It is an
additional form of natural perfection, which implies that each new
stage has a function and is good in virtue of contributing the
natural perfection of the whole of which it is part. I will call the
increase in such levels the “natural perfection of life,” because
each higher level of part-whole complexity in the natural perfection
of organisms enables life generally to control a wider range of
relevant conditions </font></font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 3.81cm; margin-right: 2.03cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif">Furthermore,
if we recognize that evolution by reproductive causation is itself a
kind of natural perfection because of how it makes the most of
substances by using their endurance through time to bring about the
natural perfection of organisms, the ecology and life itself, then
each stage of gradual evolution (like each phase within each stage)
also has a function and is good in virtue of making an essential
contribution to the natural perfection of the whole of which it is
part.</font></font></p>
<p lang="en-US" align="left" style="margin-left: 2.54cm; margin-right: 1.27cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt">The
natural perfection of life is a form of natural perfection of by our
definition of doing the most with the least. In this case it does the
most because it brings more and more conditions in the world under
the control of living organisms (as structural causes), and it does
it with the least, because the organisms with which it does so have
the natural perfection of organisms and they are parts of an ecology
that has the natural perfection of ecologies. This is not to say that
life becomes absolutely perfect in this sense, but only that it is
change in the direction it would have to go in order for life to be
absolutely perfect in the sense of doing the most with the least. We
will see in the chapters on <font face="Arial, sans-serif">What ought
to exist </font>what kind of perfection it leads to in the end<font face="Arial, sans-serif">.
</font></font></font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 2.54cm; margin-right: 1.27cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif"><font size="3" style="font-size: 12pt">It
should be emphasized, however, that although higher level organisms
would evolve only if they were more powerful in some way, that does
not mean that organisms from lower levels must stop going through
reproductive cycles on their own alongside the new organisms. The
natural perfection of the ecology at later stages includes organisms
from all previous stages, completing reproductive cycles side by
side. </font></font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 3.81cm; margin-right: 2.03cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif">As we have
seen, the varieties of organisms that come to exist during each stage
tend to mirror the physical sources of free energy available in the
region, and some sources are so limited that lower level organisms
are more efficient in tapping them than higher level structures. They
cannot easily be displaced by higher level organisms. </font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 3.81cm; margin-right: 2.03cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif">Moreover,
though the advent of higher level organisms may displace lower level
organisms from niches with larger sources of usable energy, they also
provide new sources of usable energy for lower level structures to
invade, for example, in their wastes, decaying bodies, or as diseases
(such as viruses, bacterial infections, and eukaryotic parasites in
multicellular organisms). </font></font>
</p>
<p lang="en-US" align="left" style="margin-left: 3.81cm; margin-right: 2.03cm; text-indent: 0cm; margin-top: 0.49cm; margin-bottom: 0.49cm; line-height: 100%; widows: 0; orphans: 0">
<font color="#000000"><font face="Times New Roman, serif">Thus, as
higher level organisms of some kind are evolving toward natural
perfection for organisms of their kind, there is also gradual
evolution of organisms with all levels of part-whole complexity in
the direction of the natural perfection of the ecology at that stage.
Each species imposes natural selection on itself, and since organisms
with different levels of part-whole complexity go though reproductive
cycles side by side, they all become increasingly diverse and
powerful, dividing up the free energy available among themselves to
fuel their reproductive cycles. (As we shall see, the natural
perfection of both the organisms and the ecology are usually involved
in making the next stage possible.)</font></font></p>
</body>
</html>