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升级   99.43% TA的每日心情 | 擦汗 2016-1-30 03:42 |
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英文原文:<br/>2.1 The essential idea of Autopoiesis<br/>5 C6 m _/ m/ V4 R: S! P
The fundamental question Maturana and Varela set out to answer is: what" \$ n* l5 ]5 o* \) h
distinguishes entities or systems that we would call living from other
1 K0 y2 C7 Q5 [: j- ], \- V+ Fsystems, apparently equally complex, which we would not? How, for
' E+ e& u6 @3 n' U# @example, should a Martian distinguish between a horse and a car? This
4 J! h$ P+ C5 S5 o( Z8 Ris an example that Monod (1974, p. 19) uses in addressing the similar. U4 `' T2 O% x/ E9 F
but not identical question of distinguishing between natural and8 i0 M0 K* A3 ?. [
artificial systems.<br/>. ^5 }3 ^6 P4 Y' `" K( g
This has always been a problem for biologists, who have developed a/ L3 |' g: P( R* u: u6 \9 p5 M' F5 q
variety of answers. First came vitalism (Bergson, 1911; Driesch, 1908),1 {1 J. B2 O2 A( [
which held that there is some substance or force or principle, as yet7 o, F" g# ?* P1 l
unobserved, which must account for the peculiar characteristics of* C3 d1 ?+ U2 c# z, \% \
life. Then system theory, with the development of concepts such as; q! I5 T- i0 X; q u; Y; W6 g; T$ O
feedback, homeostasis, and open systems, paved the way for explanations
0 l: t4 ^2 F$ A% Y" f- |of the complex, goal-seeking behavior of organisms in purely5 p7 O' D, V) m- K: K7 w+ C* a/ r! T1 i
mechanistic term ( for example, Cannon, 1939; Priban, 1968). While this
; S k0 E% w0 ~- ?( lwas a significant advance, such mechanisms could equally well be built
- \. s' n- i+ \! j% B5 Z- Y# K- Minto simple machines that would never qualify as living organisms.<br/>
1 E, j$ z, J$ g% e2 ^7 i* e- G6 J- Z$ cA third approach, the most common recently, is to specify a list of
P+ E3 v' D* ] ?% t; \* X* w) |necessary characteristics that any living organism must have – such as. I4 m7 V+ l- h# S6 I; o
reproductive ability, information-processing capabilities, carbon-based$ u6 m( W: `6 l8 Q ?. Y1 a/ R
chemistry, and nucleic acids (see, for example, Miller, 1978; Bunge,
! g# e5 V( l4 a8 t7 \1979). The first difficulty with this approach is that it is entirely
, O- g: y* t B! [ f( Zdescriptive and not in any real sense explanatory. It works by
5 B Q Y. Y4 D2 A! z; i$ h8 dobserving systems that are accepted as living and noting some of their
: v' W' }4 @' {" f# {common characteristics. However, this tactic assumes precisely that4 s M6 @ a" u {& v
which is in need of explanation – the distinction between the living
9 p0 p; ~' N; {and the nonliving. The approach fails to define the characteristics4 L7 }6 D0 N6 [8 l8 n1 A- t/ I. K
particular to living systems alone or to give any explanation as to how
3 K L' T+ _1 e9 M7 ~% U" {& jsuch characteristics might generate the observed phenomena. Second,* G( h9 _, r; d
there is, inevitably, always a lack of agreement about the contents of
& ?/ r* l- N' E7 m4 P% A' s& fsuch lists. Any two lists will contain different characteristics, and
1 G6 {- V1 m8 Y1 r) {it is difficult to prove that every feature in a list is really
+ N- g! E- L6 f4 u, L' Onecessary or that the list is actually complete.<br/>
/ E# V' k( J, D, qMaturana’s and Varela’s work is based on a number of fundamental
2 w g' c4 q- X5 T1 u' dobservations about the nature of living systems. They will be
+ P3 }3 v r) l# L' x( L3 j* W' mintroduced briefly here but discussed in more detail in later chapters.<br/>4 p3 X) `) J3 u0 m7 O. y
1. Somewhat in opposition to current trends that focus on the species4 f! H' u- w$ f }# ~ v- |
or the genes (Dawkins,1978), Maturana and Varela pick out the single,* W0 t$ x6 p2 m, ^ B- `5 Q
biological individual (for instance, a single celled creature such as1 E- R7 n7 q5 x8 J
an amoeba) as the central example of a living system. One essential
# a2 [0 h9 n/ f( z: |1 k$ Ofeature of such living entities is their individual autonomy. Although
7 P9 N( ]+ {+ L4 J- Othey are part of organisms, populations, and species and are affected: }4 G# ^" ~* C/ c2 U% k: i1 w9 H
by their environment, individuals are bounded, self-defined entities.<br/>
- Y0 [7 q% C& c% S S% V2. Living systems operate in an essentially mechanistic way. They6 B3 D( \7 p8 z8 r
consist of particular components that have various properties and
+ v! Q/ P9 V3 |' o6 \0 X: sinteractions. The overall behavior of the whole is generated purely by8 n1 M, w; V) q& f
these components and their properties through the interactions of0 N& o8 H, f' S( W y) B s, c
neighboring elements. Thus any explanation of living systems must be a
7 C. ]0 {/ j( Tpurely mechanistic one.<br/>
( v, y, {2 M7 r5 ?% _+ Y. F3. All explanations or descriptions are made by observers (i.e.,
, T4 d4 u7 r8 }7 O g3 qpeople) who are external to the system. One must not confuse that which
* `# Z# u: g3 b$ i4 g0 Tpertains to the observer with that which pertains to the observed.
! \* Q0 g6 J0 s# qObservers can perceive both an entity and its environment and see how
# ]6 h$ `; R2 T% d( p' othe two relate to each other. Components within an entity, however,
+ B0 H' Q9 h& U2 p+ o. fcannot do this, but act purely in response to other components.<br/>
* C7 d/ C3 F) t4. The last two lead to the idea that any explanation of living systems2 K f" _1 O' @) x
should be nonteleological, i.e., it should not have recourse to ideas
1 c5 W2 b) F; s' [of function and purpose. The observable phenomena of living systems
8 [, \3 L# c3 M5 d' s8 \6 I9 c- presult purely from the interactions of neighboring internal components.
' B( j, u7 D' F) J- {9 E& n, u( tThe observation that certain parts appear to have a function with3 @* \/ }. K! V+ S5 T2 a
regard to the whole can be made only by an observer who can interact( t- l6 Y( E& J
with both the component and with the whole and describe the relation of9 a) C% n& _1 m, a2 [6 @$ \
the two.<br/>
; x" J; d/ H0 E$ l <br/>* M# D, A) t8 @; d
To explain the nature of living systems, Maturana and Varela focus on a
! U9 k0 X, J& |0 Osingle basic example – the individual, living cell. Briefly, a cell
# y+ D6 L) n5 Bconsists of cell membrane or boundary enclosing various structures such
& Q: u8 G! D0 B N5 a0 Gas nucleus, mitochondria, and lysosomes as well as many (and often+ `6 \" ^$ H% x3 l4 r: i3 z" t
complex) molecules produced from within. These structures are in
7 `$ d) H: q* C: @% Bconstant chemical interplay both with each other and, in the case of. L- g9 B2 `1 u0 [! W$ R! A% j7 B: V
the membrane, with their external medium. It is a dynamic, integrated
" t9 M1 V! C9 q8 |5 b6 Schemical network of incredible sophistication (see for example Alberts2 [! _! u1 j+ |* l! P- r5 B( s; h
et al.,1989; Raven and Johnson,1991).<br/>, B0 q- o5 e8 t* n
What is it that characterizes this as an autonomous, dynamic, living
; S+ _+ C* [& d2 O$ o# ]whole? What distinguishes it from machine such as a chemical factory/ L+ n) a- R% [" L4 v; b
which also consists of complex components and interacting processes of' j5 L) u- y! P+ |3 E. ^& `
production forming an organized whole? It can not be to do with any
' h% Q: L% }) `functions or purposes that any single cell might fulfill in a larger
- m1 r# A. F) {# |multi-cellular organism since there are single-cellular organisms that* I- T1 G+ I) p
survive by themselves. Nor can it explained in a reductionist way5 d9 s2 G' G; n# i/ J ]
through particular structures or components of the cell such as the
1 d1 M5 v' u$ A( Q0 ^( inucleus or DNA/RNA. The difference must stem from the way of the parts
' ]. L6 }% t) ^) u' m. f0 Yare organized as a whole. To understand Maturana and Varela’s answer,2 _" H" L& p5 `& n' W0 U0 R
we need to look at two related questions – what is it that the cell. X+ B6 d* v; M: L6 I, n
does, that is what is it the cell produces? And what is it that8 [1 @$ ?/ \& g m
produces the cell? By this I mean the cell itself rather than the: O0 \' d( ]# E. Z" B
results of their reproduction.<br/>& T8 z: j4 _! X7 N4 x, P$ P. U
What does a cell do? This will be looked at in detail in Section 2.3
/ i3 I4 c8 J! a' M% O$ g! _but, in essence, it produces many complex and simple substances which
3 p, t& |5 @8 u7 @( _remain in the cell (become of the cell membrane) and participate in% Q' q( U. l8 O& Z/ ~
those very same production processes. Some molecules are excreted from
1 S2 a7 E$ H/ R& I- f) \9 l$ Vthe cell, through the membrane, as waste. What is it that produces the
4 w; f* q1 P+ c0 M$ {$ tcomponents of the cell? With the help of some basic chemicals imported& n) J/ x) F1 F( m. D9 [- b
from its medium, the cell produces its own constituents. So a cell) G1 u1 [ f2 A3 p# U. D9 c
produces its own components, which are therefore what produces it in a' O, k3 ]7 n P3 r* v
circular, ongoing process (Fig. 2.1)<br/>
, z# u/ s, c% ]/ {6 n6 ]2 h( ]It produces, and is produced by, nothing other than itself. This simple; R0 Y- N) d* [
idea is all that is meant by autopoiesis. The word means2 t) ]' C/ x" C2 t% L- P
“self-producing” and that is what the cell does: it continually! p6 ~2 ^3 E# K4 C) O/ z
produces itself. Living systems are autopoietic – they are organized in) N9 e ?& m- c, I' U
such a way that their processes produce the very components necessary
* B1 P6 U3 k' C! gfor the continuance of these processes. Systems which do not produce7 Z# F1 ?. ~, e3 G, L; A
themselves are called allopoietic, meaning “other-producing” – for% l' h1 U. Z0 }. k1 D; M
example, a river or a crystal. Maturana and Varela also refer to
3 h4 V5 E. d+ \: u, `" xhuman-created systems as heteropoietic. An exemple is a chemical
5 h4 s- t2 u: m; q- ^factory. Superficially, this is similar to cell, but it produces0 h1 u7 d7 n& H+ p- P
chemicals that are used elsewhere, and is itself produced or maintained
( g5 a& `3 W) ?4 Nby other systems. It is not self-producing.<br/>, D0 ]5 c9 E* f
At first sight this may seem an almost trivial idea, yet further contemplation reviews how significance it is. For example:<br/>
, V6 w2 F7 g" o1. Imagine try to build autopoietic machine. Save for energy and some6 i- B# d" \# V$ L+ ?: \
basic chemicals, everything within it would itself have to be produced; H! i! _! N: H5 |5 j5 w5 D% x
by the machine itself. So, there would have to be machines to produce
, Q" p( c3 z8 I3 A5 b& S' Ythe various components. Of course, these machines themselves would have
3 M. P; X0 z$ p& q& `, u" wto be produced, maintained, and repaired by yet more machines, and so
: X" ]& r. J5 Z2 p" Gon, all within the same single entity. The machine would soon encompass& H0 h( J% ]! i! R3 j0 O. S
the whole economy.<br/>% }( x) t5 s C0 F/ ?" F
2. Suppose that you succeed. Then surely what you have created would be* ]3 Y( {+ Q( D8 v b9 l; Y
autonomous and independent. It would have the ability to construct and
2 B7 B9 E5 Q3 ]* Kreconstruct itself, and would, in a very real sense, be no longer5 U; `6 [% B: r) Z, Q# _# L
controlled by us, its creators. Would it not seem appropriate to call
1 q6 ?8 [+ v3 w7 m, m( C$ I% iit living?<br/>
; c. H$ E# S2 ~+ ?2 a1 j3. As life on earth originated from a sea of chemicals, a cell in which% l: D+ U* }9 p( i
a set of chemicals interacted such that the cell created and re-created u) `' k- [. T/ C8 e+ T4 R: ~: M
its own constituents would generate a stable, self-defined entity with% ?! S# ~; a7 c& u- {4 N
a vastly enhanced chance of future development. This indeed is the
. E! ]' m! D' @2 y- G+ L# F3 P8 Cbasis for current research, to be described in section 2.4.1<br/>9 y9 d% u- |( W; P- E; _/ p
4. What of death? If, for some reason, either internal or external, any
* h4 ]9 g& Q% u5 h9 M0 hpart of the self-production process breaks down, then there is nothing
8 k; _( f2 d3 I4 u; V. ~( `+ M. I5 i6 helse to produce the necessary components and the whole process falls/ N! m* p( t6 Z1 ], d* G* ?* g
apart. Autopoiesis is all or nothing – all the processes must be
* G Z9 T( \3 L6 P" l( p0 Xworking, or the systems disintegrates.<br/>$ H& @: W- x) I
This, then, is the central idea of autopoiesis: a living system is one3 g; O- r. i# K* B
organized in such a way that all its components and processes jointly) e6 e. ^9 T# m, G" [ Z& Y
produce those self-producing entity. This concept has nearly been
1 g& |* t3 _' _& O; O' pgrasped by other biologists, as the quotation from Rose at the start of1 K1 }& U' [! `- L- `6 Q$ A* ?
this chapter shows. But Maturana and Varela were the first to coin a
& G. g G- \: _, t6 rword for this life-generating mechanism, to set out criteria for it: ]) w* b7 B3 H0 h
(Varela et al., 1974), and to explore its consequences in a rigorous s$ ^6 z. q" x( M! z2 j
way.<br/>0 ?7 H" o G' m; r
Considering the derivation of the word itself, Maturana explains that% h3 R: y- Y B2 t% D
he had the main idea of a circular, self-referring organization without' ]1 z8 ]1 ]3 U9 r3 @2 o/ R
the term autopoiesis. In fact, biology of cognition, the first major: i$ o/ A. _8 b1 W& [
exposition of the idea, does not use it. Maturana coined the term in% v; x7 g( N! s# L# B
relation to the distinction between praxis (the path of arms, or
* {8 Y" F% r, Y7 T; m: l- ~action) and poiesis (the path of letters, or creation). However, it is
% k6 R; j# E, r1 A7 r5 f# [interesting to see how closely Maturana’s usage of auto- and2 e9 q( M4 N* b' k+ i7 o5 A4 `% n
allopoiesis is actually foreshadowed by the German phenomenological. g: ^ m% j5 b( w' t8 ~$ T9 k1 Z7 H3 O
philosopher Martin Heidegger. In the quotation at the start of Chapter
! t8 A3 N! R, ~$ l/ K1, Heidegger uses the term poiesis as a bringing-forth and draws the
) r0 z ?$ f/ n7 E8 N" Z4 y8 ?7 S7 Ccontrast between the self-production (heautoi) of nature and the3 G, K5 N- r! A( l$ V6 L# F
other-production (alloi) that humans do. Heidegger’s relevance to
$ `; r# c& `7 X+ e; u+ Q; m, sMaturana’s work will be considered further in Section 7.5.2<br/>
- [7 f- R3 \: M2.2 Formal Specification of Autopoiesis<br/>
. U0 k" e6 d+ J- U* v4 p* M5 ?Now that I have sketched the idea in general terms, this section will
/ T" j# W( ]6 a$ v' w& J# T3 ]describe in more detail Maturana’s and Varela’s specification and
5 u6 c' l8 u0 p. cvocabulary.<br/># ?+ ^3 W& ]/ H+ w. Y8 Q9 Y' n
We begin from the observation that all descriptions and explanations
, ~) a& b( u; a# @are made by observers who distinguish an entity or phenomenon from the; i8 E$ h. l5 ?5 {' Z5 @
general background. Such descriptions always depend in part on the, v, O0 K6 A5 N
choices and processes of the observer and may or may not correspond to
5 B+ _6 h9 }, G( C3 athe actual domain of the observed entity. That which is distinguished6 E# U1 k: g3 ~) s9 w0 S3 C5 x
by an observer, Maturana calls a unity, that is, a whole distinguished! _6 H$ E! C0 b- @' P
from a background. In making the distinction, the properties which5 J( k" _- ^' ~ d6 h& G# d7 {
specify the unity as a whole are established by the observer. For
$ r& S9 w! Y) a3 H' Z' \' X. jexample, in calling something “a car,” certain basic attributes or0 K7 X6 }( C/ _8 k% x% \
defining features (it is mobile, carries people, is steerable) are
! O. }( R) j4 Q( gspecified. An observer may go further and analyze a unity into! Q8 @/ m* e( K
components and their relations. There are different, equally valid,4 R: [+ F0 m$ N
ways in which this can be done. The result will be a description of a
* F, z$ u, _/ G) k8 g$ M* Acomposite unity of components and the organization which combines its0 X4 q% C# e3 K$ \, p+ Y
components together into a whole.<br/>
% ]) ^$ C2 G% W3 l; L! X$ ?Maturana and Varela draw an important distinction between the organization of a unity and its structure:<br/>: @8 K4 ^+ D% ]* D7 x
[Organization]refers to the relations between components that define
, V! R" s3 y% R: o& Rand specify a system as a composite unity of a particular class, and
, B1 W8 e4 _1 Ndetermine its properties as such a unity … by specifying a domain in; l! `9 t6 N: z
which it can interact as an unanalyzable whole endowed with; r, \5 j" k' T* p, B( g8 p
constitutive properties.<br/>
* B. t5 I0 i2 v! [0 `5 B) z/ f/ t[Structure] refers to the actual components and the actual relations
4 R: Q! ^& m4 Vthat these must satisfy in their participation in the constitution of a* u) D6 Y# Y% T9 X# H* b: ^
given composite unity [and] determines the space in which it exists as
. y0 \2 L% z% |1 E- E* u. T% q$ c6 Ua composite unity that can be perturbed through the interactions of its; C8 |" ?( d$ v; {# w! T
components, but the structure does not determine its properties as a
i! F# n3 S }4 O3 Junity.<br/>
7 R& W4 u+ j/ \3 _: s! @Maturana (1978, p. 32)<br/>+ O. E$ |- a% x- H z6 {
The organization consists of the relations among components and the
) ~2 |5 |" ?5 s# u/ S4 B7 {$ X( vnecessary properties of the components that characterize or define the$ T3 R/ ^+ P9 J% J4 \4 I
unity in general as belonging to a particular type or class. This
/ R% D- F' A" vdetermines its properties as a whole. At its most simple, we can I' y1 m2 m- \8 e$ ~
illustrate this distinction with the concept of a square. A square is
7 c, E: I1 x) Tdefined in terms of the (spatial) relations between components – a
+ i* v8 a0 |: ?5 ?7 D/ ufigure with four equal sides, connected together at right angles. This
9 T. I) S r7 g. m. `# Mis its organization. Any particular physically existing square is a
- q* G/ ~) z* n" _, s$ Kparticular structure that embodies these relations. Another example is
( _: h3 r' }; n* @" M# a; x- O `a an airplane, which may be defined by describing necessary components6 l' L+ l! h" O$ o1 y& z$ i, o/ P
such as wings, engines, controls, brakes, seating, and the relations
. V7 r+ Y* c+ t' a* ]# H9 Zbetween them allowing it to fly. If a unity has such an organization,# c) N: D% ~, a
then it may be identified as a plane since this particular organizatio2 X/ W5 l* W# c5 ~0 `5 M; e
would produce the properties we expect in a plane as a whole.
* j1 s( h7 v7 }6 v sStructure, on the other hand, describes the actual components and9 V$ a7 L- N$ g# n5 p9 \% Q
actual relations of a particular real example of any such entity, such
/ D: p1 F- N) g" u' B7 ~as the Boeing 757 I board at the airport.<br/>% C7 q. {8 H( g5 | a
This is a rather unusual use of the term structure (Andrew, 1979).
. \4 R+ r2 ^& F" Z+ xGenerally, in the description of a system, structure is contrasted with0 ?7 {2 k7 F- u1 z( F1 W1 I
process to refer to those parts of the system which change only slowly;
7 e" t2 Q# H) P1 B6 Q- Hstructure and organization would be almost interchangeable. Here,$ b: w- }% e7 \+ @- V
however, structure refers to both the static and dynamic elements. The
8 S1 n5 X$ M8 ~" _% u. p0 \distinction between structure and organization is between the reality+ F, b# h& u! v
of an actual example and the abstract generality lying behind all such& o b( H2 q- ?* k7 A) d) w$ a4 w
examples. This is strongly reminiscent of the philosophy of classic
8 @- _' Q# U( F% c1 V K4 Zstructuralism in which an empirical surface “structure” of events is
( j1 M3 a5 x7 T* i+ S; Drelated to an unobservable deep structure (“organization”) of basic
+ T$ C* o/ y2 P1 R9 w5 rrelationships which generate the surface.<br/>
* b4 y0 _& [: P" S& rAn existing, composite unity, therefore, has both a structure and an
- b7 v6 j$ F: p# Z; T% d) horganization. There are many different structures that can realize the
" w/ @4 [, N' X) k' {( T: \same organization, and the structure will have many properties and
( F4 @" S! S+ N. H& grelations not specified by the organization and essentially irrelevant9 S: [' H) H* _1 K
to it – for example, the shape, color, size, and material of a
! w" v9 C7 Y" v( I8 ~particular airplane. Moreover, the structure can change or be changed( J# a4 n6 k- d) ?4 e4 b+ Z* V
without necessarily altering the organization. For example, as the4 Z4 j r6 U7 p; G9 ]
plane ages, has new parts installed, and gets repainted it still
% r- Z) r/ V( X( C; e3 K# H2 amaintains its identity as a plane because its underlying organization. U0 A6 G8 A7 X" f( w% q6 P
has not changed. Some changes, however, will not be compatible with the
8 w. a2 M+ F! @5 s" {$ K" {maintenance of the organization – for example, a crash which converts( O3 c$ z7 a+ s4 C7 J
the plane into a wreck.<br/>
& y4 W( u* n& J' t% ^& M4 T- z, h* YThe essential distinction between organization and structure is between
, s7 w7 C9 H7 Y& \9 Aa whole and its parts. Only the plane as a whole can fly – this is its: `8 O- `; s' y" A
constitutive property as a unity, its organization. Its parts, however,
* O4 ]* }, Q/ C+ D. Gcan interact in their own domains depending on all their properties,3 [9 N( r$ k! z8 Q5 m+ J8 d8 Q
but they do so only as individual components. Sucking in a bird can. d# S1 V3 Y# l4 B; U; Q5 r! s
stop an engine; a short circuit can damage the controls. These are. M# @2 J$ x8 X. Y. B( _7 f- f9 o
perturbations of the structure, which may affect the whole and lead to2 v6 `; f0 Z: z) D5 s& ]! ?
a loss of organization or which may be compensable, in which can the
, k1 R9 U5 s/ U5 oplane is still able to fly.<br/>/ f- |7 ]. h8 l* f0 {
With this background, we can consider Maturana’s and Varela’s
+ p" P/ R0 @- ~% K$ cdefinition of autopoiesis. A unity is characterized by describing the
$ F+ b+ }! o% Y+ ^$ o: j: ]organization that defines the unity as a member of a particular class
& d5 ~" I8 L% e, A U" Nthat is, which can be seen to generate the observed behavior of unities
( ]/ a/ v, |, ]0 `7 |1 fof that type. Maturana and Varela see living systems as being
, k' R2 F. X- @! zessentially characterized as dynamic and autonomous and hold that it is6 T; i- G. e: N; V1 M4 @0 y. N q
their self-production which leads to these qualities. Thus the D A3 o" T: ?7 p$ K6 D! {
organization of living systems is one of self-production – autopoiesis.
) b& J+ G9 _6 }Such an organization can, of course, be realized in infinitely many _7 D4 z9 S1 F: C8 z) E- V
structures.<br/>& c6 i$ s8 I) x5 r# k# x! e
A more explicit definition of an autopoietic system is<br/>
. W( D) U/ H' O9 [( M' }# a! h$ fA dynamic system that is defined as a composite unity as a network of productions of components that,<br/>0 v" z3 r) V7 |/ R
a) through their interactions recursively regenerate the network of productions that produced them, and <br/>
; t. q. |8 p( ?/ `& n/ Mb) realize this network as a unity in the space in which they exist by
# E8 ?9 b5 Q0 L. m+ z! D4 Kconstituting and specifying its boundaries as surfaces of cleavage from/ }5 K! I) e% ?5 y
the background through their preferential interactions within the
?. j- G0 T, H; W8 w0 U6 Znetwork, is an autopoietic system. Maturana (1980b, p. 29)<br/>/ A, N$ x: ^4 p+ r3 K6 t# F
The first part of this quotation details the general idea of a system
; K# P# B' J6 r* M' f9 ~% L1 Lof self-production, while the second specifies that the system must be
3 v" T% E) ~: h: l! V( v4 `( i* `" xactually realized in an entity that produces its own boundaries. This
+ X) w0 r- u6 {( Klatter point, about producing boundaries, is particularly important
' [! ~ l: U8 Y6 q0 Y% Dwhen one attempts to apply autopoiesis to other domains, such as the# }. L, L( E& l$ U# ~) g
social world, and is a recurring point of debate. Notice also that the! ?* U; b B9 j. O, o" _' b! h. {/ d8 ~1 S
definition does not specify that the realization must be a physical
" D0 B3 U1 p1 Z2 Y1 kone, although in the case of a cell it clearly is. This leaves open the0 q4 p; s; l' i3 u: }/ j. k
idea of some abstract autopoietic systems such as a set of concepts, a
o( Y- V9 `8 Y- _" S6 Pcellular automaton, or a process of communication. What might the% `- w" U8 }3 h# T* g
boundaries of such a system be? And would we really want to call such a
9 v, i# S/ n0 h& ]" ksystem “living”? Again, this is the subject of much debate – See
* ?5 z& b D' ~7 S: Nsection 3.3.2<br/>
5 P& |( v, N; s: c( k3 o% h3 W2 VThis somewhat bare concept is further developed by considering the
! J& t. y( g3 L- \; u1 G- Znature of such an organization. In particular, as an organization it
/ ?1 G3 `, n% ?' x( _. r j4 zwill involve particular relations among components. These relations, in% T& T0 r3 K; r/ [0 a% W; ]
the case of a physical system, must be of three types according to
, l2 G5 X7 v! |# T5 RMaturana and Varela (1973): constitution, specification, and order.
" A4 ~' |* A% N* V. o% e g3 w7 D' QRelations of constitution concern the physical topology of the system' ?5 @; J2 }+ j( ]! q
(say, a cell) – its three-dimensional geometry. For example, that it: y# M) h" N( J& L) V n% z- e
has a cell membrane, that components are particular distances from each
# h: o m: G4 ^6 F8 J0 F2 h Y/ aother, that they are the required sizes and shapes. Relations of
" R/ g% r* @) sspecification determine that the components produced by the various
% P0 ~' P) G! Y! v) pproduction processes are in fact the specific ones necessary for the
1 s' M) C( O! ncontinuation of autopoiesis. Finally, relations of order concern the( M9 m0 q. M' v0 y
dynamics of the processes – for example, that the appropriate amounts
; H; {' w @! Q# ^ H. u7 ^of various molecules are produced at the correct rate and at the
& A C$ X$ J/ b D# gcorrect time. Specific examples of these relations will be given later,' v3 e* P. ^% R
but it can be seen that these correspond roughly to specifying the
. u) _ y2 R% i9 c“where”,”what”, and “when” of the complex production processes
. H$ e s+ z+ F+ ]& @; Soccurring in the cell.<br/>6 u# Q; w4 x1 S& M# s X
It might appear that this description of relations “necessary” for
6 E# H; Z5 P2 kautopoiesis has a functionalist, teleological tone. This is not really
$ k; o% {. A4 v7 h8 Othe case, as Maturana and Varela strongly object to such explanations.3 t% |, m4 N4 R4 o, w& Y K
It is simply that, if such components and relationships do occur, they, E9 o' T! o* F$ o! w
give rise to electrochemical processes that themselves produce further s) C1 s% C7 F# ^1 l! e, v6 }
components and processes of the right types and at the right rates to
1 t: ^! z) T4 I3 r \8 v. ?generate an autopoietic system. But there is no necessity to this; it1 M1 z$ e% ^, |* v% w8 g
is simply a combination that does, or does not, occur, just as a plant& s) K3 B& O) h6 w' n
may, or may not, grow depending on the combination of water, light, and
5 U9 M! Z3 x5 `0 C2 o: N0 R" b Znutrients.<br/>" e- _1 j$ g3 C- d% K
In an early attempt to make this abstract characterization more, D" A" |8 c p
operational, a computer model of an autopoietic cellular automaton was% c( M N9 @ m$ i/ K2 v' ~
developed together with a six-point key for identifying an autopoitic0 a j# L" R4 X
system (Varela et al., 1974). The key is specified as follows:<br/>
8 a7 V6 y: C$ a4 b) L4 T& L, y8 Wi) Determine, through interactions, if the unity has identifiable
+ Y- U9 \5 @) M) ~boundaries. If the boundaries can be determined, proceed to 2. If not,4 P+ P' V, T; f: c e7 x: n
the entity is indescribable and we can say nothing.<br/>3 U, u% q' H% j
ii) Determine if ther are constitutive elements of the unity, that is,$ Y' k# [# E" R" }% ~9 w/ d
components of the unity. If these components can be described, proceed4 I8 s6 N0 ]" P$ r* |, A( F
to 3. If not, the unity is an unanalyzable whole and therefore not an
, j1 z5 b# X4 _2 U! Nautopoietic system.<br/>
# ^! y! q2 f! @7 Jiii) Determine if the unity is a mechanistic system, that is, the
/ U: b4 F, X/ k8 ccomponent properties are capable of satisfying certain relations that! J# l' O5 ]4 F$ v
determine in the unity the interactions and transformations of these8 C& S7 u% B1 l8 \: ^
components. If this is the case, proceed to 4. If not, the unity is not
! L6 A& w; W2 I8 y* ?6 T( Q: M: Can autopoietic system.<br/>
/ V) l$ n$ J) @' {iv) Determine if the components that constitute the boundaries of the
' m% c0 n9 U+ d1 s# ]* Lunity constitute these boundaries through preferential neighborhood) ~ F, [: p' v2 L( \$ a. I
interactions and relations between themselves, as determined by their$ a7 e& T+ {, ^) s! U
properties in the space of their interactions. If this is not the case,5 N/ u) Z9 b6 I- o
you do not have an autopoietic unity because you are determining its
0 @& r# |! v" f# ~boundaries, not the unity itself. If 4 is the case, however, proceed to l0 f/ I6 k5 P
5.<br/># ~* B- t, U5 F/ r; y2 e
v) Determine if the components of the boundaries of the unity are
4 s f, F. b1 y+ mproduced by the interactions of the components of the unity, either by
6 V7 L# J' _' y8 vtransformation of previously produced components, or by transformations
' i' U0 I/ d2 h' S9 n/ r& Kand/or coupling of non-component elements that enter the unity trough
! v6 U4 u$ g' E' W+ w, pits boundaries. If not, you do not have an autopoietic unity; if yes
6 [1 s2 V' A% A4 j) N1 Q% ~5 Dproceed to 6.<br/>, W1 U" z6 ~6 V* S1 ]
vi) If all the other components of the unity are also produced by the
9 g( h3 }! y0 L- H+ Qinteractions of its components as in 5, and if those which are not
: R, v( ?5 E5 U% o* u7 ]produced by the interactions of other components participate as
' b, u5 m- M- z* p$ {% J7 b# v( z2 |6 inecessary permanent constitutive components in the production of other
5 U+ `1 A: L Y1 S8 l8 X/ P, u$ I E- rcomponents, you have an autopoietic unity in the space in which its
' n' o% h% t% Zcomponents exist. If this is not the case, and there are components in" |, U5 n. W. n& ]" M7 Q
the unity not produced by components of the unity as in 5, or if there! ^* f9 S. S4 n; y6 b
are components of the unity which do not participate in the production, L1 r+ y- A# q0 X4 j8 o
of other components, you do not have an autopoietic unity.<br/>
( j; p/ R$ c- C+ ^: k5 dThe first three criteria are general, specifying that there is an
7 t0 G/ H6 `5 [1 V1 P: Eidentifiable entity with a clear boundary, that it can be analyzed into g* w! l1 l& N2 \) \% U" o
components, and that it operates mechanistically, i.e., its operation* o: u9 {! `3 T
is determined by the properties and relations of its components. The& K$ N% b0 `* d4 e- b9 s
core autopoietic ideas are specified in the last three points. These
: H/ j* a- v. J2 Edescribe a dynamic network of interacting processes of production (vi),
7 ~, \ V0 o1 r. D7 l* F7 Ocontained within and producing a boundary (v) that is maintained by the
4 B) _) Z' R# U4 C, J$ y- wpreferential interactions of components. The key notions, especially
+ j; | A* T! D; C# H; Pwhen considering the extension of autopoiesis to nonphysical systems,
2 q, L$ W) p; N6 V) l# i; rare the idea of production of components, and the necessity for a
_ Z3 [2 x5 Aboundary constituted by produced components.<br/>
: i" y$ M( W: T8 Y/ G7 jThese key criteria will be applied to the cell in the next section.3 x8 I: o! `& T
This section will describe briefly embodiments of the autopoietic( U, U$ E' r& P! _2 R- |2 [
relations outlined above in the chemistry of the cell. Alberts et al.+ D3 t! G$ w; v+ ?" b" Y& O0 W
or Freifelder are good introductions to molecular biology, as is Raven4 l) `; n$ B6 l( a
and Johnson to the cell.<br/>, m0 Q/ ~+ n! _: o
2.3 An illustration of Autopoiesis in the Cell<br/>7 _( _! p, B+ l3 f! s" r
This section will describe briefly embodiments of the autopoietic
3 F! _* B5 k' m! _! erelations outlined above in the chemistry of the cell. Alberts et al.
) \; c C' B( L6 Eare good introductions to molecular biology, as is Raven and Johnson to
& e, h! y7 [( t5 z" k, Dthe cell.<br/>
' H# J7 Z7 O. ^7 M2.3.1 Applying the Six Criteria<br/>
, }$ ^' ]. P, G5 P, j# Z/ EZeleny and Hufford analyze a typical cell with the six key points. A8 o2 ^/ {5 s4 _
schematic of two typical cells is shown in Fig 2. One is a eukaryotic
/ {% O' @- V/ v9 c! R5 O0 J/ Gcell, i.e., one that has a nucleus, and the other is a prokaryotic: m. q' o3 [% D8 z& @* ~
cell, which does not.<br/>
/ Z0 P1 Y+ n1 j; p8 X5 N# T1. The cell has an identifiable boundary formed by the plasma membrane. Thus, the cell is identifiable.<br/>
6 f5 L6 ^/ Y5 \3 |2.The cell has identifiable components such as the mitochondria, the1 @4 S, r+ [/ u8 c; E
nucleus, and the membranous network known as the endoplasmic reticulum.
) {, D+ i! T7 ZThus, the cell is analyzable.<br/> K, \+ c# b2 J5 q
3. The components have electrochemical properties that follow general1 B- g+ O* }3 l0 {7 Y, `( ?! {
physical laws determining the transformations and interactions that
0 \1 ]# w f7 goccur within the cell. Thus, the cell is a mechanistic system.<br/>' ~4 q7 h9 J0 P
4.The boundary of the cell is formed by a plasma membrane consisting of3 p7 M/ R: C6 s
phospholipids molecules and certain proteins (fig 3). The lipid2 O- h8 A. K8 O e. |( n; } A
molecules are aligned in a double layer, forming a selectively7 F2 n$ Y" F* l/ S" s+ O
permeable barrier; the proteins are wedged in this bilayer, mediating7 P3 b" l: m( U# F5 x
many of the membrane functions. A lipid molecule consists of two parts
/ v! d5 h/ C4 R6 F– a polar head, which is attracted to water, and a hydrocarbon (fatty)' A) {' B! t% R, s: R: S% M
tail, which is repelled. In solution, the tails join together to form
3 m+ m/ z4 S$ b/ ]: Mthe two layers with the heads outside. The integral proteins also have3 i3 ]4 Z1 O, e* m- F0 U6 P
areas that seek or avoid water. The boundary is therefore
$ V9 m8 W& S2 g- mself-maintained through preferential neighborhood relations.<br/>
3 R2 K) K8 _+ T3 ^5. The lipid and protein components of the boundary are themselves d |8 u& M& O' Y
produced by the cell. For example, most of the lipid molecules required( R4 l' F5 O( c* G
for new membrane formation are produced by the endoplasmic reticulum,, ?) W4 X: H7 d
which is itself a complex, membranous component of the cell. The
, |4 k5 F( ?- e) D4 Vboundary components are thus self-produced.<br/>& e6 D5 k- K( C
6. All of the other components of the cell (e.g., the mitochondria, the
* D* Y) ^0 p! y4 P+ Fnucleus, the ribosomes, the endoplasimic reticulum) are also produced" z9 ?3 S, o% l0 u
by and within the cell. Certain chemicals (such as metal ions) not0 U" C1 w! s& T# H' X) p
produced by the cell are imported through the membrane and then become
( c% F5 Z2 J! U1 K; epart of the operations of the cell. Cell components are thus# X4 ~0 g' V* W x3 W5 k4 @1 H( b! Y
self-produced.<br/>8 S* b" t, _& F% ~" {; y. v
2.3.2 Autopoietic Relations of Constitution, Specification, and Order<br/>
6 l1 J5 z1 l/ P4 q! a3 r" d. K% HApart from the six-point key, autopoiesis was also defined by three
; [" w* c8 o- q: n$ e% pnecessary types of relations. These can be illustrated as follows for a
c# v7 k( W; t( R. @7 ltypical cell.<br/>
; ^* l& X1 p4 M* q& Q2.3.2.1 Relations of Constitution<br/>; d) ]" o4 M+ z t5 D. p# i
Relations of constitution determine the three-dimensional shape and
* w; h$ y. q& G3 Wstructure of the cell so as to enable the other relations of production$ n# V8 ]9 i- a" z7 C2 O
to be maintained. This occurs through the production of molecules8 m- g% P0 M, L4 c
which, through their particular stereochemical properties, enable other
& ]& z% c9 S: ~: Dprocesses to continue.<br/>9 A* w$ c8 p& B* ^4 J+ z
An obvious example is the construction of membranes or cell boundaries.
o" c1 u3 f" v2 t& B: x, yIn animal cells, the membrane surrounding the mitochondria, like that! S1 u7 Z7 Z( |- D3 ~4 r5 B9 x
around the cell itself, serves to harbor cell contents and control the
6 i9 E" `- P% G5 a8 y0 Z, qrate of reaction through diffusion. Various reactive molecules are6 P0 \" P; T* I4 `1 g
distributed along the inner membrane in an appropriate order to allow
: _4 b7 M9 I& e/ o' Cenergy-producing sequences to proceed efficiently. In plant cells, in% P0 t! [5 {) Q+ T$ J: z7 w! R V
addition to the plasma membrane, there is a cell wall, which consists0 T5 ?) b5 C# G) i P5 g
of cellulose, a material made up of long, straight chains of glucose
3 m- j1 Y- s' L ^: Uunits packed together to form strong rigid threads. These give plants
& j/ C3 D. E! J# i+ L+ \their rigidity.<br/>
L* B. h$ t7 U' A" {A second example is the active sites on enzymatic proteins. These act9 S) Z$ u2 p% p9 @
as catalysts for most reactions, changing a particular substrate in an
0 K* d- y5 x+ P" F! u$ j, H# E/ R! O8 aappropriate way to allow it to react more easily. Generally, the active
+ H; W9 b9 x8 e' ~4 t$ Msite is found in certain specific parts of the enzyme molecule where+ V& S) i2 ?' m2 Q4 {
the configuration of amino acids is structured to fit the particular
8 \) ?3 H+ Z; Q& esubstrate, sometimes with the help of “activators” or co-enzymes. The) u0 Y, ?: E$ \! K
substrate molecule interlocks with the active site and in so doing- M/ c$ U/ W0 c8 X( U
changes appropriately so that it no longer fits, and thus frees itself.<br/>
! U0 W( C4 G4 _4 {* ~2.3.2.2 Relations of Specification<br/>1 f) v2 J0 q# }0 i5 P$ e
These determine the identity, in chemical properties, of the components
5 F q: N: M6 m* h6 a+ Wof the cell in such a way that through their interactions they: v8 o2 ~% M" N1 X4 s
participate in the production of the cell. There are two main types of
' T- Z4 I' B+ @" B6 l# r' U- Cstructural correspondence, that among DNA, RNA, and the proteins they
) H. S9 d* s1 }# @produce and that between enzymes and the substrates they catalyze.<br/>& o, w' Q$ o. }$ d' n: k
Protein synthesis is particularly complex because each protein is
7 o- F9 k# `& b6 e0 w+ Yformed by linking up to twenty different amino acids in a specific
8 \: i4 _8 b% Z0 Zcombination, often containing 300 or more units in all. This requires7 v; ?0 c! C4 z+ n
an RNA template molecule, tailor-made for each protein, containing
! Q P8 p, N- r( C7 `specific spaces for each of the amino acids in order, together with an
9 a8 A' \" _9 q( l# {enzyme and t-RNA for each acid.<br/>
$ i7 f, Z6 P" ^0 Y& v. _) mAs already mentioned, enzymes are necessary to help most of the
- M3 _' W9 z, f* T- _: X; Rreactions in the cell, and again, each specific reaction requires an$ b/ C" C0 s) y" B' X. a, o
enzyme specific to the reaction and to the substrate involved. Hundreds
# y# o, p" t% }3 z/ W$ H; Oof such enzymes are needed, and all must be produced by the cell.<br/>9 h6 n8 ^9 B* F; o% d! {' S6 [; r' H
2.3.2.3 Relations of Order<br/>; }5 K4 c4 Z3 B8 c: B5 ?5 n: |
Relations of order concern the dynamics of the cell’s production
) z9 C. b3 Q$ f5 F$ ~; Cprocesses. Various chemicals and complex feedback loops ensure that% U5 A1 t# b' e( ~; h
both the rate and the sequence of the various production processes Q( k: j' Z r' L
continue autopoiesis. For instance, the production of energy through
+ B4 O- l3 t* W, v+ s. {0 b) soxidation is controlled by the amount of phosphate and ADP (adenosine( S L7 {7 F- ?
diphosphate) in the mitochondria. At the same time, reactions that use+ L$ w( u2 X$ X- i
energy actually produce ADP and phosphate so that, automatically, a: n- G8 [; {0 p Y: W
high usage of energy leads to a high production rate of these necessary
, z0 @2 S. |+ i, P& p) R- ]substances.<br/>& X) L8 F( {$ @' A; [
2.3.3 Other Possible Autopoietic Systems<br/>
- g! J: z: Q: G! ]% n9 W; O% o8 i7 F& uAn interesting question leading from the idea of the cell as an# L$ Y( P/ M: o8 e) Q/ c
autopoietic system is whether or not there are other instances of# O8 C; S# M4 E5 ?. B, n/ Q
autopoietic systems. Are multicellular organisms also autopoietic, ?9 w ^* u: y5 l
systems? Maturana is equivocal, suggesting that organisms such as
3 ?: [ U4 R1 {* q9 tanimals and plants may be second-order autopoietic systems, with the
3 u' Y+ ~7 r3 g" Z6 M+ ~components being not the cells themselves but various molecules( f9 a7 Z$ _7 d3 T. G4 c
produced by the cells. On the other hand, he suggests that some
* u2 i+ D: j+ t& Bcellular systems may not actually constitute autopoietic systems, but
5 P. m4 P. v/ Q8 Emay be merely colonies. What about a system that appears to have a9 f/ {9 ~& G6 k! m7 @5 `
closed and circular organization but is not generally classified as4 i% k: z: B3 f/ n( w" F( d# g
living, such as the pilot light of a gas boiler? Finally, what about
1 \2 X+ ~) d F! k& ?6 nnonphysical systems such as the autopoietic automata mentioned in5 Z: y4 O+ B( X0 l( b j5 ^
section 2.2.1 and described more fully in section 4.4, or systems such
4 M; B- o# E" K5 q G% i+ eas a set of ideas or a society? These possibilities will be discussed
" }; u2 c) N' u8 {& T3 Xin more detail in Section 3.3.<br/>
6 Y7 s# @; l8 D* z2.4.Applications of Autopoiesis in Biology and Chemistry<br/>. G# y, N; B4 C: ]: K# k1 Q
One would have expected that, given the importance and nature of its
6 X2 z- ^$ z$ [( gclaims, autopoiesis would have had a major impact on the field of% Q/ g+ l% _ H3 |, f6 ^3 F, A
biology. In fact, for many years there was a noticeable reluctance to
$ |7 ~& G. C4 c' Htake the ideas seriously at all. In 1979, I wrote to an eminent British
1 K7 ~. w+ ?5 L1 l( C& q2 d+ @# Abiologist – Professor Steven Rose at the Open University – querying the/ M7 C! _$ q5 m- g7 t
status of autopoiesis. He replied to the effect that he did not wish to! d5 ]. F2 D. u2 x
comment on autopoiesis but that Maturana was a reputable biologist. One" z; U3 }+ V& q+ ]
notable exception is Lynn Margulis, whose own theory, that eukaryotic
) L/ N( k9 r' a, q$ u- i- kcells evolved through the symbiosis of simpler units, is itself quite& v* y% c; c4 u! m! S+ J
controversial.<br/>
2 C1 M; P# Y) ?$ A$ h9 FHowever, recently interest has been growing in two areas: research into. ?. H" M% x# }+ @8 Y& s
the origins of life and the creation of chemical systems that, although( r/ L& d. p% o1 m( h; N, |3 i; J0 O
not living, display some of the characteristics of autopoietic
3 m$ K3 J3 v1 i! s5 j+ S/ v9 uself-production. Autopoiesis has also been compared with Prigogine’s
' r0 w7 l9 \ }dissipative structures. Varela has also pursued work on the nature of5 a7 A: _5 S/ w& @& I2 s
the immune system, viewing it as organizationally closed but not! Q# A- Q- H, |6 p O3 D+ b
autopoietic. However, as this topic is very technical and not of
|: R. y- m; T5 D$ {primary relevance, it cannot be pursued here.<br/>
: W* L8 r$ ~+ U$ i# X7 i* A( [2.4.1 Minimal Cells and the Origin of Life<br/>
! y/ ?& L' p) ]7 \6 GThere are two main lines of approach to theories concerning the origin
$ w* t; V: D2 V8 _of life on Earth. In the first approach, based on study of the enzymes
$ ?( ]! J4 Q& g7 O2 }and genes, life is characterized as being molecular and a defining
7 h0 Y% `1 j; p0 @ a3 i! U0 L3 xfeature is the structure and function of the genes. In the second2 j9 v' t1 ^+ I6 T4 F
approach, life is characterized as cellular, and its defining feature
5 ^) l" |+ S6 A2 ]is metabolic functioning within the cell. However, neither approach can
% X" W$ H) T9 ?. vreally specify a standard or model for life against which important
' h- w! k! q/ F5 Xquestions may be answered. In particular, at what point did prebiotic
' I+ b( X. q9 t9 P* schemical systems become biotic living systems? And how could we1 r4 F8 C- D, C+ o% [$ L5 |. [; u2 x' X
recognize nonterrestrial living systems. Which might be radically6 a: q. c4 u0 E% j. t
different in structure from our own?<br/>, O( h1 p. X; f0 {0 J" x7 I
Fleischaker proposes that the concept of autopoiesis, together with/ B- Y1 ?; }+ e# E' t" @9 a
notions of minimal cell, can provide a sound theoretical framework to- @1 i! f5 c5 {' ]
tackle these questions within the second tradition mentioned above.
" K2 s; r: x1 DAutopoiesis clearly does aim to provide a specific and operationally4 G8 C/ j- Y; o- T0 h- C
useful definition of life, although Fleischaker argues that the concept7 M1 V: q/ T3 g
of autopoiesis does need some modification. This modification would
D/ U! V, W7 a T7 v: }2 |$ srestrict “living” systems to autopoietic system in the physical domain3 Q7 }' [' k" }6 L9 }
rather that allow the possibility of nonphysical living systems, a
5 b& B4 z5 @- G9 Ppossibility which ( as mentioned above) is left open by the formal
9 t% a- [& o3 _6 Mdefinition of autopoiesis. This will be discussed in Section 3.3.2<br/>- Y/ h. j& O, U% U+ J$ c
Given autopoiesis (or modified version) as a definition of life, the* s9 o3 Q! q7 t* p
next step in theorizing about the origin of life is to consider how an
- C. @* U. V* e+ i# E' x; i2 n/ v9 C; Delementary autopoietic system might have formed. Note that autopoiesis9 |! {2 Y# t: ?& G v1 _
is all or nothing. A self-producing system either exists and produces
/ |0 _, O5 a5 v2 T: w3 M+ ?itself or it does not – there can be no halfway stage. This leads to
) x& c1 m G' J0 V: u/ F- _the idea of a theoretical “minimal” cell which could plausibly emerge,
, `% E6 v" D) z3 Fgiven the early conditions on earth. In fact, Fleischaker considers# i/ y& k; a) y9 S6 b7 y
three different characterizations of minimal cells: a minimal cell
& v8 d$ D* J- s4 E/ Mrepresentative of the evolved life forms that we know today; a minimal
; Y3 f$ p9 y3 r9 a; U) Xcell that would characterize both terrestrial and nonterrestrial life/ y. c" g2 x* n7 f
regardless of its constituents.<br/>
h# T5 n8 H4 G- k' x8 ~About the last, little can be put forward beyond the six-point. X. R" q! B$ `: `0 k5 Z
autopoietic characteristics in the physical space; to be more specific
" W5 E$ }1 i4 S" Iwould constrain the possibilities unnecessarily. On the other hand, we# I; ~& |" q7 I9 X& q, U
can be quite specific about a modern-day cell. Such a cell could be' T. A" D! M) b, Y3 A9 A
described as “a volume of cytoplasmic solvent capable of DNA-cycled,9 S. c2 t2 b6 }: E3 g
ATP-driven and enzyme-mediated metabolism enclosed within a- G2 H& ~' F& z$ ]
phosphor-lipoprotein membrane capable of energy transduction”, This
4 [) Z% L6 r& n s3 D0 @generalized specification can cover both prokaryotes (bacterial) and
& T5 G1 D+ m6 Neukaryotes (algal, fungal, animal, and plant cells) even though there5 n" L2 N2 Y& _/ K! I
are important differences in their operation.<br/>3 I y# N4 m: V1 ]6 D
The most interesting minimal cell scenario concerns the origin of life.
" X& T2 ?8 @# {6 ]8 W# g6 C sThe first cell need be only a very basic cell without the later
% c' E6 M% o2 delaborations such as enzymes. Fleischaker suggests that such a cell* ^* h' }# s7 ?: e- D: ]8 F
must exhibit a number of operations (Fig.2.4):<br/>
) B4 h0 I- o* [; s1、The cell must demonstrate the formation and maintenance of a boundary
! D$ c3 G" [) m' Zstructure that creates a hospitable inner environment and allows3 ?4 @* E( N- O9 T) @' m
selective permeability for incoming and outgoing molecules and ions.
5 |/ K K' ^: [, u7 g4 CThe lipid bilayer found in contemporary cells is a good possibility4 |* h$ O" G6 b7 N
since the hydropholic nature of lipid molecules leads them to form$ q. w4 Y2 O6 b
closed spheres in order to avoid contact with water. Lipid bilayers are/ X7 r) r0 i& ^9 t# H
also permeable in certain ways – for example, to flows of protons or( N" Q9 t: e8 ~) h' \1 x! G
sodium atoms – without the need for the complex enzymes prevalent in. Z* r" I- F, k6 G" G
contemporary cells.<br/>
6 l5 q' D, R& h. k* z, m2. The cell must also demonstrate some form of active energy
1 B$ G4 f x( o. z2 b7 s. Wtransduction to maintain it away from entropic chemical equilibrium.
& Y' x; j4 p: XOne possibility is an early form of photopigment system driven by
# x9 ^' I5 N8 U$ H8 Qlight. Pigment molecules would become embedded in the membrane and act
( Z+ S' _8 c4 ~& ~% Bas proton pumps, leading to the concentration of variety of raw* p- g2 F" J/ k% Y
material in the cell.<br/>' \+ V( l/ U! F9 q6 H v
3. The cell would also need to transport and transform material
4 L+ a* y# _! `" `4 helements and use these in the production of the cell’s components and' i4 O$ Z5 i: t! {2 v
its boundary. A possible start in this direction would be the import of
* s) x" }% l: f6 {carbon dioxide and the physio-chemical transformation of its carbon and
0 X! F8 M& a$ |: c Woxygen through light-driven carbon fixation.<br/>' `. ~% h* B i' H
What is important is not the particular mechanisms for any of these o" h$ R6 D! H% T3 r. |" N
general operations but that whichever mechanisms are postulated, all
3 D- e9 O: w9 Zoperations need to be part of a continuous network to form a dynamic,- s0 p/ m- `' @" m: x+ K
self-producing whole.<br/>
; R7 c& z+ K% u5 z# _0 l8 |0 o2.4.2 Chemical Autopoiesis<br/>5 D3 s5 I% ]% j) p5 P
Beyond theoretical constructs of minimal cells, it is also interesting7 j( _% `* R3 q( {" Z1 A$ C( m
to look at attempts to identify or create chemical systems based on
- K6 c$ I8 w- I; j& \+ I D3 tautopoietic criteria, and to consider whether or not these are living.0 K+ ~) n8 q" ] Q1 ^3 P
We shall look at three examples: autocatalytic processes, osmotic# {2 _( d8 w8 Q9 {) r
growth, and self-replicating micelles.<br/>/ d8 t$ ]' t3 U: x* c, K
2.4.2.1. Autocatalytic Reactions<br/>! j) C0 i7 n4 x0 R8 J" ~
A catalyst is a molecular substance whose presence is necessary for the0 O$ R7 r1 Y8 |4 l. Z
occurrence of a particular chemical reaction, or which speeds the# z3 f, w; m5 A' i3 U
reaction up, but which is not changed by the reaction. The complex
3 d7 l; w l+ Z. a+ Tproductions of contemporary cells (as opposed to cells that may have! a! `9 W) ^, U3 p4 f }
existed at the origin of life) require many catalysts, and this is one7 U7 [: F% u L5 b* s' F5 n
of the main functions of the enzymes. An autocatalytic process is one
9 q, |( ]$ {/ D; T8 win which the specific catalysts required are themselves produced as
0 P# w3 w. d0 A' qby-products of the reactions. The process thus self-catalyzes. An
! o- E6 L. n) E9 q* wexample is RNA itself which, in certain circumstances, can form a% r$ d- h* ^ V3 y. [# f+ y0 Q
complex surface that acts like an enzyme in reaction with other RNA( d- o/ G* s" [& O: J4 n* w" p
molecules (Alberts et al.) Kauffman has a detailed discussion within: k) _ k' @. B
the context of complexity theory.<br/>0 Y$ D+ [8 @9 q
Although this process can be described as a self-referring interaction,3 {: u# }0 j' R1 N
the system does not qualify as autopoietic because it does not produce
( |! j; _3 B- Qits own boundary components and thus cannot establish itself as an
$ d6 Z: r- i, E8 Wautonomous operational entity (Maturana and Varela). Complex,6 I X/ y$ y+ {: n$ l+ G8 i' Z
interdependent chemical processes abound in nature, but they are not7 a% l, J! E/ c9 w8 c
autopoietic unless they form self-bounded unities that embody the
& `' _( W5 _3 Y6 v. _autopoietic organization.<br/>
3 m0 k' z$ R6 v- e; y2.4.2.2 Osmotic Growth<br/>/ U8 v! I# z1 K% }* X6 B
Zeleny and Hufford have suggested that a particular form of osmotic
4 j# q. e6 [' k8 Qgrowth, studied by Leduc, can be seen as autopoietic. The growth is
5 H) q% a7 r, q6 uprecipitation of inorganic salt that expands and forms a permeable8 v6 R- R% a& Y. u$ ] O5 k) F3 F
osmotic boundary. This can be demonstrated by putting calcium chloride
0 S: @- C; N8 S5 ^* W) |% E6 i8 h( @into a saturated solution of sodium phosphate. Interaction of the6 G, U' O( c: ~5 @. _
calcium and phosphate ions leads to the precipitation of calcium
5 X! H! r% r9 ?: j+ e8 bphosphate in a thin boundary layer. This layer then separates the
% y6 i, q% T4 K. Aphosphate from the calcium, water enters through the boundary by
2 F# H* g- J$ P7 P2 q; r7 `osmosis, and the increased internal pressure breaks the precipitated0 M7 ?+ p: n3 ?2 X) e6 \
calcium phosphate. This break allows further contact between the+ t2 a- p. E) ~8 i) \3 ?. y7 d7 w
internal calcium and the external phosphate, leading to further
" G/ ^; @& p, m" _precipitation. Thus the precipitated layer grows.<br/>9 W: }( ?* r& e
Zeleny and Hufford argue that this system fulfills the six autopoietic criteria:<br/>9 y. v2 I! s+ o2 p# ^# T2 N
1. It is distinguishable entity because of its precipitate boundary.<br/>5 R; R- _+ s9 H/ T9 B
2. It is analyzable into components such as the calcium phosphate boundary and the calcium chloride.<br/>
! k5 Q9 ?( N; }6 K3. It follows mechanistic laws.<br/>+ G0 G( s5 {) I
4. The boundary components (calcium phosphate) aggregate because of their preferred neighborhood relations.<br/>6 O# E0 L: C2 N: t- A' ^( @7 h# P
5. The boundary components are formed by the interaction of internal
# g$ b1 t) A: @) a. H6 C. Eand external components following osmosis through the membrane.<br/>
0 p& i: B% ] O/ O! }2 n( {3 f6. The components (calcium chloride) are not produced by the cell but; a/ t, Z: I' t5 o* O" e! F$ l
are permanent constituent components in the production of other- m( @9 v, o% @) N5 q$ S3 O) _
components (the precipitate)<br/>
# a- T, W/ k1 w lThis hypothesis does cause problems, as Leduc’s system is clearly
& s* h2 R8 g7 \1 Minorganic and not what would be called living. If it is accepted that( b, m# c1 L3 A/ H
the system does properly fulfill the criteria of autopoiesis, i.e.,% n- p3 ~- S5 b( E+ U7 D$ Y7 S. k
that it is an autopoietic system as currently defined, then either we
0 \- x' G& u$ P) n5 B- p2 U3 ]must expand our concept of living or accept that autopoiesis is in need
1 l! M5 s# k4 }5 ^4 T! U0 iof redefinition to exclude such examples. In fact, it is debatable. c; A& n: b2 s$ H+ V9 C* V6 M
whether or not this osmotic growth does correctly fulfill the six: A- I n! v' s, G
criteria. It certainly meets the first three, but it is not clear that. N5 a. F. p( U2 W! I8 H i
it is a dynamic network of processes of production.<br/>
4 w7 b. ]! s3 q! z7 J1 A4 QAs for the fourth criterion, the precipitate that forms the boundary is
+ V$ ~6 s" o8 }unlike a cell membrane. It is static and inactive, more like a stone
! _- U3 |( P2 cwall than an active membrane. It is not formed through “preferential! _5 T/ ^4 H0 i i, q: p4 I8 R, t2 ^
neighborhood interactions”; in fact, once formed, it does not interact
9 L7 w6 J9 K* T- T, Bat all. Considering the fifth criterion, the boundary components are& I/ R9 A8 k( k4 ^
not continuously produced by the internal processes of production.
/ w6 p& q8 X" o0 JRather, a split or rupture occurs and more boundary is precipitated at
& s# O. _7 K A7 X# Xthe split through the interaction of internal and external chemicals.
4 C D E1 [- M" F2 P6 A4 mIt is only because of, and at, the rupture that new boundary is& J: @4 ]' R% ~5 X" O! o" {$ ~
produced. Finally, chloride, which is introduced artificially at the
$ E' e; U2 O; K- Tbeginning, is not produced by the system, and eventually runs out.<br/>* [5 N: i, _" {- r7 f$ l
2.4.2.3 Self-replicating Micelles<br/>) Y6 p1 N9 I4 M/ f$ o9 Y7 S
An approach with more potential, currently being researched by Bachmann
- d! a& j% Y( [9 f$ O4 xand colleagues, was first proposed by Luisi. It has been discussed by
8 u+ [ n- s' o+ {: oMaddox and Hadlington. A micelle is a small droplet of an organic
& P5 t \, y- n3 ?8 Pchemical such as alcohol stabilized in an aqueous solution by a
2 v9 a! h N3 s" z: l4 ?boundary or “surfactant” A reverse micelle is a droplet of water
. m) s8 S1 {7 ]. |8 r( tsimilarly stabilized in an organic solvent. Chemical reactions occur9 G) v: e& U1 g x' T8 u- X
within the micelle, producing more of the boundary surfactant.
4 J* J2 [+ W( j3 j. Z6 G$ hEventually, this leads to the splitting of the micelle and the
6 o* G1 F8 H- k- Fgeneration of a new one, a process of self-replication. Experiments
$ h# T) ]8 p {- v: nhave been carried out with both ordinary and reverse micelles and with
% F3 a d( r4 n: |' h# Qan enzymatically driven system.<br/>- x2 ], ^; D4 H
In the reverse micelle experiments, the water droplets contain5 V8 b+ o- I& X' h# g3 S- d
dissolved lithium hydroxide, one of the surfactants is sodium
' y' F$ n/ z( `/ Y: Yoctanoate, and the other is 1-octanol, which is also a solvent. The
) m9 j* O0 D0 [. ^other solvent is isooctane. The main reaction is one in which the6 _" H4 Q4 s. W& T* D
components of the boundary are themselves produced at the boundary.
5 S, n* f9 O1 X# _) ~1 nOctyl octanoate is hydrolyzed using the lithium as a catalyst. This I/ {9 v; j3 ~. S b& j& d1 ?/ z/ A
produces both the surfactants (sodium octanoate and 1-octanol). Since
" X+ u1 w; Y. \6 h- M/ P, {the lithium hydroxide is insoluble in the organic solvent, it remains
, m x. U R0 A" t' d& ]within the water micelle, thus confining the reaction to the boundary+ h" D- [0 A# m$ Q u
layer. Once the system is initiated, large numbers of new micelles are/ F: D$ k/ f) ^! [% c! V/ ?+ l
produced, although the average size of the micelles decreases.<br/>- ]& F/ T1 N8 {, G
It is not clear that these systems could yet be called autopoietic.
! e; [ h7 D' c; xFirst, the raw materials(the water-lithium mixture or the enzyme! V S0 e! x5 v* N
catalyst) are not produced within the system. This limits the amount of
9 o- t" j- u/ A# I C- Dreplication which can occur; the system eventually stops. Even if these
P: ^0 m. w1 O7 L6 f! G! K# B# zmaterials could be added on a regular basis, the system would still not
* j: a& v- T# l7 tbe self-producing. Second, the single-layer surfactant does not allow- M, P2 `, S' F
transport of raw materials into the micelle. For this to happen, a( M1 F5 f9 _1 e) S9 l, X
double-layer boundary would be necessary, as exists in actual cell! G7 H9 k/ o5 J+ @
membranes. Moreover, the researchers themselves, and seem most
* e2 P. g8 P4 q* e0 q b( zinterested in the fact that the micelles reproduce themselves, and seem
( N# r. t, |7 {2 E6 \9 dto identify this as autopoietic. However, reproduction of the whole is4 z4 {- y7 \$ {. ^1 c
quite secondary to the autopoietic process of self-production of
: E! o2 l' ^ C! Vcomponents. Nevertheless, this does represent an interesting step
- K# O9 u2 j: N( p! V1 ctoward generating real autopoietic systems. |
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