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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/>
$ S1 i! w. M6 M( j4 K7 jThe fundamental question Maturana and Varela set out to answer is: what3 u( v$ N t1 N8 U! E! ?6 C* u
distinguishes entities or systems that we would call living from other
+ |' _# K' d( @5 isystems, apparently equally complex, which we would not? How, for
: T& Q; k9 ]% S! u l3 ?% l/ [example, should a Martian distinguish between a horse and a car? This) _. R. l \) Q' Z
is an example that Monod (1974, p. 19) uses in addressing the similar
5 g7 t# x( m$ g* A( k, Hbut not identical question of distinguishing between natural and
, \% N& g4 C4 N9 \; C6 f- J9 Iartificial systems.<br/>
4 o: p6 n/ e @6 Q. b3 |3 `This has always been a problem for biologists, who have developed a
5 b) C' ]& J3 C, _( ]8 i, @variety of answers. First came vitalism (Bergson, 1911; Driesch, 1908),
* N" u: I3 }. V- o1 A* R' d# f* ?which held that there is some substance or force or principle, as yet5 h; A3 k7 @7 V! D! j$ L8 L
unobserved, which must account for the peculiar characteristics of
8 h, Z; N$ l7 v' W$ F# f# Q; ^- L- u: elife. Then system theory, with the development of concepts such as
% y; k, o- v1 A) Hfeedback, homeostasis, and open systems, paved the way for explanations3 K# B7 \/ ~( F6 B( M
of the complex, goal-seeking behavior of organisms in purely
& n( }( L* E, Y, f* Z. q- xmechanistic term ( for example, Cannon, 1939; Priban, 1968). While this
4 f' D' G7 [. A: [& O! [' k, c8 Ywas a significant advance, such mechanisms could equally well be built4 v+ X# X9 Q! c8 }2 Q* m1 g
into simple machines that would never qualify as living organisms.<br/>
( S9 S- Q1 s- T6 L, XA third approach, the most common recently, is to specify a list of
. x5 o0 E& T+ n- `3 [9 K7 Knecessary characteristics that any living organism must have – such as
3 f' f9 L. t1 u3 Z' g, oreproductive ability, information-processing capabilities, carbon-based
( l5 Y/ A l; m7 u' `) G1 Pchemistry, and nucleic acids (see, for example, Miller, 1978; Bunge,' J. Y% H4 ^; ]7 [. e
1979). The first difficulty with this approach is that it is entirely
* E1 z# M! j6 W" z0 m; \5 udescriptive and not in any real sense explanatory. It works by7 U" {% ]% o! a- a1 V1 r; e/ w: f
observing systems that are accepted as living and noting some of their
F D, W: o2 L' |9 `* ~common characteristics. However, this tactic assumes precisely that
5 ~$ ]' U1 r) E) zwhich is in need of explanation – the distinction between the living
6 t3 ^) F# x9 f5 Y7 Eand the nonliving. The approach fails to define the characteristics
* e4 s6 o& F! p# E6 Q- _ Eparticular to living systems alone or to give any explanation as to how
8 \$ `* p, a8 `' c9 S: {& Esuch characteristics might generate the observed phenomena. Second,
" z! R. R$ N W' ~there is, inevitably, always a lack of agreement about the contents of- d) R) j5 Y& _8 B& }* m! }
such lists. Any two lists will contain different characteristics, and
& K3 v3 [0 Q: k/ j+ Jit is difficult to prove that every feature in a list is really
% _: h- v) K" P8 Q2 _: j% bnecessary or that the list is actually complete.<br/> a8 S4 j! H$ [* F9 @* K
Maturana’s and Varela’s work is based on a number of fundamental
1 z5 f( _. N7 Mobservations about the nature of living systems. They will be2 K6 V% z* q8 z# S5 | i! J
introduced briefly here but discussed in more detail in later chapters.<br/>
6 g( ~+ S1 z6 W6 N) ~/ d* ^1. Somewhat in opposition to current trends that focus on the species
0 D( [9 U4 j- K+ _+ Cor the genes (Dawkins,1978), Maturana and Varela pick out the single,
6 d# t- D, } c% ~biological individual (for instance, a single celled creature such as
" U' O$ L; x( i! Gan amoeba) as the central example of a living system. One essential
% L9 T( W8 P6 G' gfeature of such living entities is their individual autonomy. Although
$ R" l8 f# Q$ ^$ ?; I# Mthey are part of organisms, populations, and species and are affected
0 v5 X* A8 Q5 Q( I% x4 l7 Tby their environment, individuals are bounded, self-defined entities.<br/>
' h& f0 |' t5 }* d+ {/ I g- V* Q6 _. S2. Living systems operate in an essentially mechanistic way. They& i7 ~! |, E( @' c2 _# A% A
consist of particular components that have various properties and) k+ Q8 ~3 b+ C" b1 t
interactions. The overall behavior of the whole is generated purely by! I7 e% e$ a4 A: w* o* f; P
these components and their properties through the interactions of8 N/ |! B- m3 f2 h/ Z1 ]
neighboring elements. Thus any explanation of living systems must be a
) a: d3 K+ o8 p; L3 Lpurely mechanistic one.<br/>
2 n9 z; u% A4 O3 t6 i3. All explanations or descriptions are made by observers (i.e.,2 [- r4 | X/ w
people) who are external to the system. One must not confuse that which
) ?& K- Z9 f+ ~! O. V3 I" V! h; epertains to the observer with that which pertains to the observed., m m( J$ l$ p& {3 |' Y) E2 e
Observers can perceive both an entity and its environment and see how4 e1 f# K7 I. ]4 X+ y' f$ J9 G4 [3 D- v# \
the two relate to each other. Components within an entity, however,$ \* i0 |8 @) K& D& ]$ }1 @
cannot do this, but act purely in response to other components.<br/>
' G# T1 w, o M& _) t4. The last two lead to the idea that any explanation of living systems( |: y! V! R6 d/ ~0 d6 p( n
should be nonteleological, i.e., it should not have recourse to ideas, @' s0 I2 D- _6 c4 y. n3 n
of function and purpose. The observable phenomena of living systems, E l( m$ V" K6 E3 Z
result purely from the interactions of neighboring internal components.
/ O: J- l" Z9 c# e' R' ^The observation that certain parts appear to have a function with
: O" S* R$ z; ^+ n& oregard to the whole can be made only by an observer who can interact
/ H2 W& g- i. F& g( ?with both the component and with the whole and describe the relation of1 C1 [5 c* m9 L6 }
the two.<br/>- H; V4 e* H* f/ _
<br/>/ n: W0 q- E' `* t1 A z. |# I) E
To explain the nature of living systems, Maturana and Varela focus on a
3 k$ Z7 q" [$ a2 `: F8 q# bsingle basic example – the individual, living cell. Briefly, a cell
) _* P. l9 R# W# b6 Kconsists of cell membrane or boundary enclosing various structures such
+ m# i W, V5 r3 g# j+ eas nucleus, mitochondria, and lysosomes as well as many (and often
5 Y' v- S C5 Z# `complex) molecules produced from within. These structures are in+ `9 Z+ Y, G9 t/ J( e
constant chemical interplay both with each other and, in the case of* a/ X* C& k! P, V/ M
the membrane, with their external medium. It is a dynamic, integrated. }$ C: _' i- N. f
chemical network of incredible sophistication (see for example Alberts" ^& Q, A% a0 o' K; o
et al.,1989; Raven and Johnson,1991).<br/>
7 z3 `, j/ e, s' ~What is it that characterizes this as an autonomous, dynamic, living
7 l& r) D. [8 ?/ m% R+ t- Mwhole? What distinguishes it from machine such as a chemical factory- N) p- Y( @/ ^" x
which also consists of complex components and interacting processes of
5 U; G2 ^- y) _7 xproduction forming an organized whole? It can not be to do with any
$ f. u, ]0 o* z2 J! C8 L; ufunctions or purposes that any single cell might fulfill in a larger4 B$ Q# v9 ?8 c0 m
multi-cellular organism since there are single-cellular organisms that6 U5 n* W* G1 _
survive by themselves. Nor can it explained in a reductionist way
4 ]+ H: L+ g7 r1 T$ i" x. qthrough particular structures or components of the cell such as the0 }7 W) O) C. y9 V" i
nucleus or DNA/RNA. The difference must stem from the way of the parts2 {3 N+ z) C" W& ]* n
are organized as a whole. To understand Maturana and Varela’s answer,
* u" V6 I$ J% {' b) u( twe need to look at two related questions – what is it that the cell
% Y4 I& B8 I7 q- f- b: R; M Mdoes, that is what is it the cell produces? And what is it that
: o7 P/ I# J& R2 dproduces the cell? By this I mean the cell itself rather than the) }( W! _# _+ [ t
results of their reproduction.<br/>
y4 k. n* \* ]1 c* n: X$ tWhat does a cell do? This will be looked at in detail in Section 2.3
, u$ S0 ?& n8 T! Z# l+ b& ybut, in essence, it produces many complex and simple substances which. {) J& Q$ o: r n7 S
remain in the cell (become of the cell membrane) and participate in
+ E# X6 y! g7 _* nthose very same production processes. Some molecules are excreted from' t) |7 N5 I! m
the cell, through the membrane, as waste. What is it that produces the. h9 L/ [7 [. {/ I2 R& Y
components of the cell? With the help of some basic chemicals imported
" E9 p4 H) A. Efrom its medium, the cell produces its own constituents. So a cell
5 M( s1 C2 V% _- i' _% a5 Q) Dproduces its own components, which are therefore what produces it in a
. B5 }9 h8 o: k; ^ b# @- Rcircular, ongoing process (Fig. 2.1)<br/># P5 o: J+ |; j- w! K
It produces, and is produced by, nothing other than itself. This simple
: A k, S3 I/ t- G* J f1 ]" F/ Zidea is all that is meant by autopoiesis. The word means
' r$ W0 Y! ]# U o+ x8 _; Z. Q: ?“self-producing” and that is what the cell does: it continually$ |$ g, f' R6 {) D1 {" z
produces itself. Living systems are autopoietic – they are organized in
. O+ v: }: V- D9 X% _7 ^2 msuch a way that their processes produce the very components necessary ?4 ]5 B/ M: r1 ^1 I- o- A" P
for the continuance of these processes. Systems which do not produce
9 C; Y- O% \% O- ~; ]' Kthemselves are called allopoietic, meaning “other-producing” – for
$ I0 S3 }; P2 P: ^example, a river or a crystal. Maturana and Varela also refer to% d, Y, t! l, ^# U
human-created systems as heteropoietic. An exemple is a chemical
5 z @4 S* @. efactory. Superficially, this is similar to cell, but it produces
* D% H( L9 g1 e3 F" \chemicals that are used elsewhere, and is itself produced or maintained8 A! F- \7 _7 ?. N
by other systems. It is not self-producing.<br/>) ^8 J' N" T# d( p' N: X3 ~
At first sight this may seem an almost trivial idea, yet further contemplation reviews how significance it is. For example:<br/>6 z/ ]+ Q/ V2 H# R
1. Imagine try to build autopoietic machine. Save for energy and some6 H# H* x6 `1 @0 v b% q; F- n' u' J
basic chemicals, everything within it would itself have to be produced5 [- y( m6 L8 l' K
by the machine itself. So, there would have to be machines to produce
1 N) w7 G0 @( y6 T( N% r' \: e0 nthe various components. Of course, these machines themselves would have3 y1 W! l3 b5 O3 ^7 q4 p, ^
to be produced, maintained, and repaired by yet more machines, and so7 R% ?9 o) g _
on, all within the same single entity. The machine would soon encompass- T& U1 X" f" z' g; E6 F
the whole economy.<br/>, ]/ I; e3 e3 f8 d" g
2. Suppose that you succeed. Then surely what you have created would be7 G5 d: o7 [( r0 y/ g, V
autonomous and independent. It would have the ability to construct and
/ g0 z. A; I+ W; O$ @reconstruct itself, and would, in a very real sense, be no longer$ y# V( L& w6 i+ k; x! [6 A1 v& f! t
controlled by us, its creators. Would it not seem appropriate to call
* u9 U& P ^3 A* D% x9 Fit living?<br/>
, S u) Y) d: g* {0 j$ W* G0 O3. As life on earth originated from a sea of chemicals, a cell in which
2 k" x/ H2 z2 F1 w" r/ Da set of chemicals interacted such that the cell created and re-created0 a2 [/ a) P9 _ x
its own constituents would generate a stable, self-defined entity with
- f/ T; {; I# z. W9 Q6 Va vastly enhanced chance of future development. This indeed is the: v% z# U: E7 R6 _0 g
basis for current research, to be described in section 2.4.1<br/>
2 y# v8 c( v6 s$ u4. What of death? If, for some reason, either internal or external, any
- ^' s& Y9 o* D$ k8 spart of the self-production process breaks down, then there is nothing! ~$ m& B" h" L- T( L8 O$ g% l9 M! Z1 J
else to produce the necessary components and the whole process falls7 M0 Y! t7 ~) `/ [
apart. Autopoiesis is all or nothing – all the processes must be$ T4 _; {& R; H9 p; i- o' y; H
working, or the systems disintegrates.<br/>
6 l$ R) a8 c1 H2 d+ ~ CThis, then, is the central idea of autopoiesis: a living system is one
1 Q, n. J9 J9 Y& Lorganized in such a way that all its components and processes jointly% y, ]2 O Y6 o- v, s* l) R
produce those self-producing entity. This concept has nearly been
* m: Y# H9 a, J1 g( f# n2 ?grasped by other biologists, as the quotation from Rose at the start of
7 f' t0 c/ V7 c6 \) s q% ^' @this chapter shows. But Maturana and Varela were the first to coin a
- G$ H% I1 ] a% Wword for this life-generating mechanism, to set out criteria for it
- W' k0 d& n' P: P: B, u4 n) {(Varela et al., 1974), and to explore its consequences in a rigorous
/ y! K5 R) y3 U4 X$ @8 Mway.<br/>' L$ G9 i; q- } a9 s" h4 W2 D
Considering the derivation of the word itself, Maturana explains that
7 i* L' y0 A- Q( ihe had the main idea of a circular, self-referring organization without1 E5 u1 `# K: |& n
the term autopoiesis. In fact, biology of cognition, the first major! o" A$ `; e1 w
exposition of the idea, does not use it. Maturana coined the term in0 Y% q- a, a' \: g/ ^
relation to the distinction between praxis (the path of arms, or
g' c6 @) B/ z/ O6 a" {action) and poiesis (the path of letters, or creation). However, it is$ I' B# Q& M, m" ^9 |
interesting to see how closely Maturana’s usage of auto- and& `8 c! I4 `7 D/ T" Q- ~# v
allopoiesis is actually foreshadowed by the German phenomenological" |# @4 u0 d# v: T/ _# }6 d
philosopher Martin Heidegger. In the quotation at the start of Chapter
S5 }: a- a. F, ~) {1, Heidegger uses the term poiesis as a bringing-forth and draws the
6 V2 c( p/ d( Dcontrast between the self-production (heautoi) of nature and the) S" c+ Q. z$ I# E0 k
other-production (alloi) that humans do. Heidegger’s relevance to( d4 T3 s! A) d1 a7 z
Maturana’s work will be considered further in Section 7.5.2<br/>
2 w9 ?& d4 D! s7 n7 n: U; |2 _2.2 Formal Specification of Autopoiesis<br/>4 A, T$ a0 M h M5 H# h
Now that I have sketched the idea in general terms, this section will8 N$ T1 l F: p7 r- O8 {
describe in more detail Maturana’s and Varela’s specification and) T8 H8 w0 K7 P% @/ N
vocabulary.<br/>4 j3 I$ t) c1 R/ ?: o! \+ ?# f
We begin from the observation that all descriptions and explanations
9 |4 [6 i, h& zare made by observers who distinguish an entity or phenomenon from the3 [8 C M% ]$ o5 D w) V
general background. Such descriptions always depend in part on the
0 _/ _% ?+ Y/ I) k0 Q# X" R9 Xchoices and processes of the observer and may or may not correspond to
6 ]" B$ R5 z9 S. ~the actual domain of the observed entity. That which is distinguished: C6 W% k" _- r
by an observer, Maturana calls a unity, that is, a whole distinguished. W& o. A( _9 W0 W+ b; I6 L
from a background. In making the distinction, the properties which
3 E. T$ S x6 D& [+ mspecify the unity as a whole are established by the observer. For
" m- {6 r8 F: T& xexample, in calling something “a car,” certain basic attributes or% g m! w/ q) \! ^+ | o; B2 ~
defining features (it is mobile, carries people, is steerable) are
4 w2 ` ~' b6 e& Jspecified. An observer may go further and analyze a unity into- `( L: ]0 N% F5 [* r6 k) Y. P1 l
components and their relations. There are different, equally valid,! G, a: K+ J- g, k9 W2 C! J
ways in which this can be done. The result will be a description of a
* F8 u& i( V9 ^ V8 V" fcomposite unity of components and the organization which combines its! d7 l! n$ e8 R/ e$ D/ C9 t# C
components together into a whole.<br/>0 r5 E: e( R+ Q9 I. G! {# o* V
Maturana and Varela draw an important distinction between the organization of a unity and its structure:<br/>
# J$ [6 u6 v+ |[Organization]refers to the relations between components that define
9 E [; c! G3 L% W& q7 ?/ ?( ?& |1 nand specify a system as a composite unity of a particular class, and
( n, `, }) |) s: s, L, Y" j* F: o. v2 @determine its properties as such a unity … by specifying a domain in3 T/ G% v+ Z3 i$ y! W
which it can interact as an unanalyzable whole endowed with6 d* {7 q5 y) J: {9 x
constitutive properties.<br/>1 h$ V8 x+ p4 R$ n1 |) w9 T7 D
[Structure] refers to the actual components and the actual relations" t9 w! b! w8 I2 |5 b$ T, j0 q* s
that these must satisfy in their participation in the constitution of a& |- N* b3 v0 w; k5 W( L0 X: @( {! c
given composite unity [and] determines the space in which it exists as5 V/ P8 F! z9 i$ `5 ~" p! B/ d$ ?" c( _. a
a composite unity that can be perturbed through the interactions of its
$ i# Z) X7 e" Dcomponents, but the structure does not determine its properties as a
/ z6 [7 i: p2 \5 I% Y! P0 c( ]" Junity.<br/>+ r* J, K# y3 @, J/ l( M2 p( h
Maturana (1978, p. 32)<br/>
9 D9 x# y, {# ]1 A) MThe organization consists of the relations among components and the
) P3 u! B; z9 Z9 onecessary properties of the components that characterize or define the
' R2 w1 F0 A7 ?3 M G) P0 h4 P6 iunity in general as belonging to a particular type or class. This6 Z- Q/ m# J) p3 Q6 ]5 e
determines its properties as a whole. At its most simple, we can
4 c* n' h: f, U3 T# l) r% H+ Qillustrate this distinction with the concept of a square. A square is, k% O2 |' M, ^3 _/ M
defined in terms of the (spatial) relations between components – a% p% A( p+ a8 U3 d7 \4 O$ \
figure with four equal sides, connected together at right angles. This0 C: t+ i2 m! `5 m y3 p* Q
is its organization. Any particular physically existing square is a. d7 ~; o; l' u
particular structure that embodies these relations. Another example is5 N/ N/ o+ N6 a
a an airplane, which may be defined by describing necessary components
3 M' f3 J9 s! j8 I: c2 d' @" s% rsuch as wings, engines, controls, brakes, seating, and the relations
& F4 x6 n8 q) x' r& b" D Qbetween them allowing it to fly. If a unity has such an organization,5 j- P$ N7 g) b
then it may be identified as a plane since this particular organizatio
( n% S7 J; O8 ~: q+ P. ~would produce the properties we expect in a plane as a whole.
0 }- l# [" u6 K+ U @) JStructure, on the other hand, describes the actual components and8 p$ i3 ^7 |0 [* `: f
actual relations of a particular real example of any such entity, such
" o: `7 l" n+ p4 W5 ~8 |5 vas the Boeing 757 I board at the airport.<br/>& Z! K$ Q: G% s U
This is a rather unusual use of the term structure (Andrew, 1979).
" G& m) S- ~5 p6 rGenerally, in the description of a system, structure is contrasted with
! r5 ]" ^5 S. b" |6 n. R+ \$ ~process to refer to those parts of the system which change only slowly;
( B7 @$ `8 J. z/ z" rstructure and organization would be almost interchangeable. Here,1 x; e0 A; X. l0 o1 o
however, structure refers to both the static and dynamic elements. The
4 q7 j! a6 }' l6 S# K0 Mdistinction between structure and organization is between the reality$ u4 C: Z% a" _9 S+ Y& ?; [
of an actual example and the abstract generality lying behind all such2 a8 u5 I( q4 S4 i
examples. This is strongly reminiscent of the philosophy of classic- i$ P1 ]; M* K( @* R; Z
structuralism in which an empirical surface “structure” of events is. r" k5 a8 Y4 o5 E
related to an unobservable deep structure (“organization”) of basic8 X9 h9 q" Z. F
relationships which generate the surface.<br/>
% \2 r N, ]) gAn existing, composite unity, therefore, has both a structure and an
& s" E4 M/ F1 P% r: c0 I: b% A1 E" \! Lorganization. There are many different structures that can realize the
6 k V8 ~% ~2 @; F# wsame organization, and the structure will have many properties and: I$ n# c1 B. I5 E
relations not specified by the organization and essentially irrelevant
4 n: T1 n n* S# D4 G$ wto it – for example, the shape, color, size, and material of a# w* a3 e9 O" z; V
particular airplane. Moreover, the structure can change or be changed0 a! T9 L. }$ e& e6 P) R% T( G
without necessarily altering the organization. For example, as the
1 b9 e3 z4 B* ]7 G* ~1 i& Bplane ages, has new parts installed, and gets repainted it still
. U* x. f) m1 M1 m" Emaintains its identity as a plane because its underlying organization
% O3 b" v1 e0 ]/ i$ G0 ahas not changed. Some changes, however, will not be compatible with the5 l+ ?. P) S6 X
maintenance of the organization – for example, a crash which converts
+ l `# u# L" `7 Vthe plane into a wreck.<br/>
0 g- ^6 L4 E9 Z! i7 jThe essential distinction between organization and structure is between4 t; a; z% N( v1 e; V; l
a whole and its parts. Only the plane as a whole can fly – this is its4 J1 |. E& w' X* [( J# I+ L, r
constitutive property as a unity, its organization. Its parts, however,+ E+ ~ P2 A: c* u1 f6 D
can interact in their own domains depending on all their properties,
! S! H2 T$ J5 c$ e/ Lbut they do so only as individual components. Sucking in a bird can3 @ @9 z; S$ N2 S) V# h
stop an engine; a short circuit can damage the controls. These are
( U( l8 s( ~: \7 lperturbations of the structure, which may affect the whole and lead to
2 y4 v S) F9 H1 ia loss of organization or which may be compensable, in which can the
$ V2 E% ]$ \' {8 {7 l2 d0 B6 xplane is still able to fly.<br/>
; v3 K6 U& ]( j4 j- T. [3 S. C' {With this background, we can consider Maturana’s and Varela’s
g7 r- p9 P; W( f0 b$ |definition of autopoiesis. A unity is characterized by describing the1 N% ^" g* F- s# V% C, e1 a
organization that defines the unity as a member of a particular class X4 _1 _; z5 N) D
that is, which can be seen to generate the observed behavior of unities7 ^, x" ]2 y5 m6 J2 ^$ Y
of that type. Maturana and Varela see living systems as being$ y3 t. `, Q, x9 C$ \
essentially characterized as dynamic and autonomous and hold that it is
6 r9 I+ ~3 U; Q# l& Q; q) vtheir self-production which leads to these qualities. Thus the# N- v+ Q; A, w" I
organization of living systems is one of self-production – autopoiesis.. n, H5 r7 z/ j% ]+ ]
Such an organization can, of course, be realized in infinitely many
: K8 e8 |6 w' C* z$ xstructures.<br/>
: ^% W; d4 y. {% m6 I% NA more explicit definition of an autopoietic system is<br/>
3 R8 w* h3 A* BA dynamic system that is defined as a composite unity as a network of productions of components that,<br/>
! z$ |6 I. q) a u9 J+ E5 y, ma) through their interactions recursively regenerate the network of productions that produced them, and <br/>
/ Y2 s9 t' i9 K% Q; @! |7 Pb) realize this network as a unity in the space in which they exist by$ P* ?; G. `3 `4 @$ x+ R' m% ~
constituting and specifying its boundaries as surfaces of cleavage from: K5 x; D- h$ F$ C( O
the background through their preferential interactions within the& w& g" y! ~; e" F3 G5 t
network, is an autopoietic system. Maturana (1980b, p. 29)<br/>* k7 D$ b5 a0 b
The first part of this quotation details the general idea of a system
8 O% v* T& Z6 I( X3 Mof self-production, while the second specifies that the system must be
* ^7 Z1 X+ r, a3 Uactually realized in an entity that produces its own boundaries. This' N9 z! X0 c/ I" Q
latter point, about producing boundaries, is particularly important
% t. u/ Y9 _! A" l/ K2 Awhen one attempts to apply autopoiesis to other domains, such as the) L/ v/ r2 F0 R! |
social world, and is a recurring point of debate. Notice also that the& t7 I4 ]: T, f5 y
definition does not specify that the realization must be a physical
' K% V! {0 }( a$ `* u% u2 ^2 {5 Done, although in the case of a cell it clearly is. This leaves open the; i$ {( ?( x$ X+ v$ y7 }- @. }( W
idea of some abstract autopoietic systems such as a set of concepts, a
$ y' x7 Y4 K5 A+ c3 Pcellular automaton, or a process of communication. What might the" U9 V/ r8 e2 e! B% |" y, W0 S
boundaries of such a system be? And would we really want to call such a6 h3 D/ w4 N, b3 y( z$ m0 N
system “living”? Again, this is the subject of much debate – See) i0 J- t# a& y+ s" W) N( @/ M
section 3.3.2<br/>6 g% C$ A- c! b8 \. z* D4 O
This somewhat bare concept is further developed by considering the
3 D, V) O$ T$ L/ E5 g8 bnature of such an organization. In particular, as an organization it
$ m* O4 E0 l5 i; [9 @5 K9 ?will involve particular relations among components. These relations, in2 C) [$ c% R. z! k
the case of a physical system, must be of three types according to
2 i# k+ o/ _7 I* Z& rMaturana and Varela (1973): constitution, specification, and order.* \6 k- ^+ f) C% U
Relations of constitution concern the physical topology of the system5 s: ~% l+ j& B8 q7 z6 Z) u6 h# _
(say, a cell) – its three-dimensional geometry. For example, that it. J" Q: O9 G8 {
has a cell membrane, that components are particular distances from each
+ T: i* G9 d, P& x3 Tother, that they are the required sizes and shapes. Relations of
* }2 f% l/ \- E$ tspecification determine that the components produced by the various
& h) v3 \! X+ G, z$ @8 {6 \production processes are in fact the specific ones necessary for the
* D5 l0 A5 h* N' h& L, a% D6 Ocontinuation of autopoiesis. Finally, relations of order concern the, A- s# x' s v5 B {
dynamics of the processes – for example, that the appropriate amounts
' P" [0 i# n! g6 }+ K, o7 c0 E, b$ y" w0 {of various molecules are produced at the correct rate and at the% c! Y- _" V9 Y' e5 G8 t1 y# D
correct time. Specific examples of these relations will be given later,
8 x8 f" _1 M% Q9 i) xbut it can be seen that these correspond roughly to specifying the: C* [& p# `4 i# [, ~! T
“where”,”what”, and “when” of the complex production processes0 z1 U- N/ ]6 T2 X* Y) k
occurring in the cell.<br/>) e) B: X U$ J F: N1 p
It might appear that this description of relations “necessary” for
8 @1 H( l* ]* J8 Jautopoiesis has a functionalist, teleological tone. This is not really) f+ x' w* r# L9 I8 V
the case, as Maturana and Varela strongly object to such explanations.
' r* k% h: s+ t d3 rIt is simply that, if such components and relationships do occur, they
; x$ w. E! r" i0 R$ |2 n- Ygive rise to electrochemical processes that themselves produce further: I/ D6 k' K; P& d5 q# f# H
components and processes of the right types and at the right rates to- ~. y1 N6 v( \
generate an autopoietic system. But there is no necessity to this; it- p4 B5 V. D9 I- P( h7 S3 D) c
is simply a combination that does, or does not, occur, just as a plant
) x9 q: h9 K9 umay, or may not, grow depending on the combination of water, light, and6 n$ C! n h9 o" _) M9 M4 G( J5 B
nutrients.<br/>
& z' Q' G( k, B ^1 u- GIn an early attempt to make this abstract characterization more
, q$ f3 `# U& l- H* g8 C$ toperational, a computer model of an autopoietic cellular automaton was6 G: j% K8 e2 P
developed together with a six-point key for identifying an autopoitic/ t: {; m2 J/ O# R# V: q
system (Varela et al., 1974). The key is specified as follows:<br/>
8 Q) p5 }& \/ @4 si) Determine, through interactions, if the unity has identifiable
. m7 N' U0 I5 J! `; d2 E; |boundaries. If the boundaries can be determined, proceed to 2. If not,
- p& m* p. `9 }& Ithe entity is indescribable and we can say nothing.<br/>: C) g; a: S9 o9 G
ii) Determine if ther are constitutive elements of the unity, that is,8 M2 ]( S1 M% o7 K3 o/ u
components of the unity. If these components can be described, proceed
0 H. T3 P; |9 ]* _( qto 3. If not, the unity is an unanalyzable whole and therefore not an* ^9 Y2 [ t/ Q
autopoietic system.<br/>
6 X$ l8 [) y# `! I3 K6 z5 T1 yiii) Determine if the unity is a mechanistic system, that is, the* C7 E8 n9 w* _/ B+ l8 Z( H; L
component properties are capable of satisfying certain relations that
8 S% x$ m5 r6 H& fdetermine in the unity the interactions and transformations of these8 |" Z f. f" D
components. If this is the case, proceed to 4. If not, the unity is not
$ A: F# M; b, fan autopoietic system.<br/>
8 Z8 M. B* Y/ l0 M( ziv) Determine if the components that constitute the boundaries of the
8 ^# U- V; u5 h& nunity constitute these boundaries through preferential neighborhood
$ u& r b$ t7 |, y) t. Binteractions and relations between themselves, as determined by their
8 ]1 _/ g4 N, {4 n( cproperties in the space of their interactions. If this is not the case,
* B6 Z2 h- O8 l& F+ t7 O" ayou do not have an autopoietic unity because you are determining its
6 M$ X$ j* i ?# S) eboundaries, not the unity itself. If 4 is the case, however, proceed to
, G0 o9 }) V& ]" K, ?+ p5.<br/>, k6 P8 E ~3 [) G6 E4 N2 i1 e0 c
v) Determine if the components of the boundaries of the unity are0 m r/ n" j9 d: z$ ~! N0 i& U9 k
produced by the interactions of the components of the unity, either by
) x' i H( x- f* V9 L6 Utransformation of previously produced components, or by transformations
5 g, _& U6 z$ b w" T. c* Wand/or coupling of non-component elements that enter the unity trough) M( W7 h! I K* Q1 U
its boundaries. If not, you do not have an autopoietic unity; if yes
; h) E# d* V" K9 Q, B# ^! s$ L( Eproceed to 6.<br/> O2 ?" ^. U8 C" B% K# T- K- [
vi) If all the other components of the unity are also produced by the5 o% @5 }4 b3 ~( Y( k
interactions of its components as in 5, and if those which are not! B) R; c& l m3 n/ R+ y7 g Z
produced by the interactions of other components participate as
/ u: d0 o% w+ F9 }. y6 S, w- p" Knecessary permanent constitutive components in the production of other
; W P- }$ X" s. v6 Q( Wcomponents, you have an autopoietic unity in the space in which its3 x0 v+ ]* Y7 _: O0 g; i4 m
components exist. If this is not the case, and there are components in
3 r0 d% w$ j v v7 R0 Athe unity not produced by components of the unity as in 5, or if there
+ {9 x Y+ g7 tare components of the unity which do not participate in the production1 q7 Z$ ]) u2 ^+ ?2 V9 V
of other components, you do not have an autopoietic unity.<br/>) j G* X- c2 C( r3 F& n
The first three criteria are general, specifying that there is an
j( }/ W6 S& E) J3 h% X/ ]identifiable entity with a clear boundary, that it can be analyzed into8 X5 l0 y4 C- x
components, and that it operates mechanistically, i.e., its operation. W. T2 O/ B# V [7 F; c; `
is determined by the properties and relations of its components. The
8 G" j7 I! Q* z$ e' k+ hcore autopoietic ideas are specified in the last three points. These
5 c6 K1 a5 D' D! ~, hdescribe a dynamic network of interacting processes of production (vi),
( ~8 ^; |) z% R/ p2 E Z- x8 Ycontained within and producing a boundary (v) that is maintained by the
+ E; F" t# r5 W |preferential interactions of components. The key notions, especially2 }/ Z* p( g1 D1 u
when considering the extension of autopoiesis to nonphysical systems,
" ^$ d8 a) h8 L) }9 Kare the idea of production of components, and the necessity for a
2 L) L! v( A$ u9 y$ w3 ^7 ~0 D% u1 \boundary constituted by produced components.<br/>
5 W% a4 r* j" E& l& S' UThese key criteria will be applied to the cell in the next section.
. ^' c+ h: M1 dThis section will describe briefly embodiments of the autopoietic
3 _% c* Z) S& B$ G* Crelations outlined above in the chemistry of the cell. Alberts et al., E7 s1 m6 P( ?: { o
or Freifelder are good introductions to molecular biology, as is Raven
/ L3 E9 N6 i! Z A9 {& p; E! b/ Jand Johnson to the cell.<br/>
7 ^* q! ?; X8 x% U- ^5 Q5 n2.3 An illustration of Autopoiesis in the Cell<br/>
- n! f5 M2 h0 M6 k; tThis section will describe briefly embodiments of the autopoietic
/ _+ O9 a0 A" J8 h. p/ m: I0 Srelations outlined above in the chemistry of the cell. Alberts et al.
/ r) c& n, B3 Q, |/ Qare good introductions to molecular biology, as is Raven and Johnson to
& R4 ]$ s% O, U1 l% U! Zthe cell.<br/>
7 T; C7 i5 ~" r6 q: y2.3.1 Applying the Six Criteria<br/>8 n: J/ I; S6 W& Y" \7 \* O7 Z" I2 I- _
Zeleny and Hufford analyze a typical cell with the six key points. A
, Z' c/ f% V; H0 O1 D6 o6 k2 i) ?* \schematic of two typical cells is shown in Fig 2. One is a eukaryotic0 _+ {" C* Z( x. { f
cell, i.e., one that has a nucleus, and the other is a prokaryotic6 s" A$ v6 e6 c% s: I! s, j( ~7 K
cell, which does not.<br/>
) U+ E* n1 z7 F+ T- p6 U1. The cell has an identifiable boundary formed by the plasma membrane. Thus, the cell is identifiable.<br/>; R' v+ f- a1 N0 D- u) u5 o, `
2.The cell has identifiable components such as the mitochondria, the5 [/ K- [/ ?4 p
nucleus, and the membranous network known as the endoplasmic reticulum.
9 ?* m8 S( O( ? ^$ uThus, the cell is analyzable.<br/>
o% p/ }' M3 j, S3. The components have electrochemical properties that follow general
& D: n( p# x2 d' V8 gphysical laws determining the transformations and interactions that
. u: p( U2 _8 M! J( noccur within the cell. Thus, the cell is a mechanistic system.<br/>
2 H- O& U3 Y! E( k( O0 h, o4.The boundary of the cell is formed by a plasma membrane consisting of
* c: `& x9 E, m; P% Mphospholipids molecules and certain proteins (fig 3). The lipid
/ L' ?. j% N! o5 t1 @molecules are aligned in a double layer, forming a selectively5 p; [' T+ |# d0 _8 T9 |
permeable barrier; the proteins are wedged in this bilayer, mediating+ A" g2 m3 L' @) b# ^; o; U+ {" }: y
many of the membrane functions. A lipid molecule consists of two parts/ X) D, q# f7 u; H! H* s, k! v
– a polar head, which is attracted to water, and a hydrocarbon (fatty)' [3 |- y: D( S9 s/ |
tail, which is repelled. In solution, the tails join together to form
7 x; _' g* y; O7 b3 Vthe two layers with the heads outside. The integral proteins also have2 @ ]) |8 F) L! Q7 a5 `
areas that seek or avoid water. The boundary is therefore
d; _2 K/ b2 a7 c; Iself-maintained through preferential neighborhood relations.<br/>7 q. ^" F% H3 j, |8 O7 \5 v
5. The lipid and protein components of the boundary are themselves1 h/ Q8 A! e+ L! ?; S* Y' a+ {8 f
produced by the cell. For example, most of the lipid molecules required
; v" d( F. P+ S& t# Ifor new membrane formation are produced by the endoplasmic reticulum,
/ _* b4 Z% w6 A3 B3 }' n$ K. N0 J0 hwhich is itself a complex, membranous component of the cell. The
6 F/ L/ W' f* B) l8 `2 Fboundary components are thus self-produced.<br/>& |1 Y( I! ?& s9 ?4 @& f6 ?
6. All of the other components of the cell (e.g., the mitochondria, the, f$ n5 K7 t6 ]* c: p
nucleus, the ribosomes, the endoplasimic reticulum) are also produced
! G6 B. z* {4 T0 V v8 `3 ~by and within the cell. Certain chemicals (such as metal ions) not% S) |% v* k# T* |7 V4 @6 N3 B9 r
produced by the cell are imported through the membrane and then become
$ l- ~3 l- L$ g& j2 M- V) I" Gpart of the operations of the cell. Cell components are thus$ i9 M$ x" d' q% b3 y8 b1 V
self-produced.<br/>
0 q$ f7 p3 Q4 g/ S" r3 J0 X( B# c2.3.2 Autopoietic Relations of Constitution, Specification, and Order<br/>
: K4 f& ^9 Y: B0 [" ]' TApart from the six-point key, autopoiesis was also defined by three
& `+ K, E$ t( _% B6 w2 s7 onecessary types of relations. These can be illustrated as follows for a
. |6 a3 Z3 r6 [typical cell.<br/>
6 X7 a8 J/ o6 W8 L2.3.2.1 Relations of Constitution<br/> h# H t* I- [% Z2 v
Relations of constitution determine the three-dimensional shape and
8 P' t% [4 m' N) a" rstructure of the cell so as to enable the other relations of production1 @' [7 W; f) {4 ]' m
to be maintained. This occurs through the production of molecules# @" s7 I, B) P" l+ d
which, through their particular stereochemical properties, enable other1 I) o4 u8 i8 W3 z/ w1 f. \
processes to continue.<br/>& Y9 G* ^* w V. Y
An obvious example is the construction of membranes or cell boundaries.
* }, I% s8 c& c6 GIn animal cells, the membrane surrounding the mitochondria, like that. \. P/ S' L0 n& Q) d5 ^
around the cell itself, serves to harbor cell contents and control the+ Y$ r9 P" `/ o) M
rate of reaction through diffusion. Various reactive molecules are; y0 n6 L& ~0 a" ^
distributed along the inner membrane in an appropriate order to allow0 R5 t: O* V4 }& t9 C
energy-producing sequences to proceed efficiently. In plant cells, in
$ A- j3 D* `( P* k# haddition to the plasma membrane, there is a cell wall, which consists p3 `3 J# i0 s/ _! c1 J+ P
of cellulose, a material made up of long, straight chains of glucose
4 u: V3 \" M: A8 c* X8 A' p3 F* i4 hunits packed together to form strong rigid threads. These give plants
6 p- C4 Z* g( h) O: S+ C/ z& Etheir rigidity.<br/>
6 N" ~; c) n+ Y6 I# `9 U' Y# f1 @A second example is the active sites on enzymatic proteins. These act L# o& {7 U; G2 K# `
as catalysts for most reactions, changing a particular substrate in an
7 F) b' J& z- c7 z- Z; m! q8 {appropriate way to allow it to react more easily. Generally, the active
" y; z% ^* T9 ?( o8 D% Ksite is found in certain specific parts of the enzyme molecule where
5 `6 j. U* Z& @# @& ]the configuration of amino acids is structured to fit the particular
% j Q8 U- T) m' Fsubstrate, sometimes with the help of “activators” or co-enzymes. The
3 |4 |; m4 r* Xsubstrate molecule interlocks with the active site and in so doing+ ]/ E* V" Q2 t; L5 C
changes appropriately so that it no longer fits, and thus frees itself.<br/>+ L' b! T! s- g, @2 x, l
2.3.2.2 Relations of Specification<br/>0 b5 Y: r, k3 o- [3 U; ]6 g6 d
These determine the identity, in chemical properties, of the components
2 o% y& B0 b) t) j: R$ I1 ^4 R2 Sof the cell in such a way that through their interactions they3 R/ z i5 C# `- z- f* T
participate in the production of the cell. There are two main types of
7 V7 |/ U: t( t' u6 mstructural correspondence, that among DNA, RNA, and the proteins they
) B, [9 S0 U4 s( z' Xproduce and that between enzymes and the substrates they catalyze.<br/> t+ ^8 n7 v/ J; S( \ s
Protein synthesis is particularly complex because each protein is8 U, [; U0 a) B/ R j1 g4 {
formed by linking up to twenty different amino acids in a specific8 `: M5 O/ Q# u! M, j5 g# I) t
combination, often containing 300 or more units in all. This requires- k5 ^7 M$ d2 \7 n! U3 x
an RNA template molecule, tailor-made for each protein, containing( e1 s2 a5 m7 r6 E# v8 `/ v T
specific spaces for each of the amino acids in order, together with an
3 H" ]7 J) I8 genzyme and t-RNA for each acid.<br/>
1 n1 Q$ Z l5 c( }As already mentioned, enzymes are necessary to help most of the
) S; y; w1 V! l# M s' U( r; preactions in the cell, and again, each specific reaction requires an$ c7 q5 \7 j* ~" P" K# |
enzyme specific to the reaction and to the substrate involved. Hundreds
0 t0 c- q2 |6 }5 Y8 Q- ^of such enzymes are needed, and all must be produced by the cell.<br/>
) ~& `, G: }, N0 y& Z# v* l2.3.2.3 Relations of Order<br/>
" @- |% z9 @: G! _3 |Relations of order concern the dynamics of the cell’s production
" D! e. m( n9 O, O7 Z' N% d( ~- Dprocesses. Various chemicals and complex feedback loops ensure that
+ ?% L: W, ]7 _- u6 \! B( wboth the rate and the sequence of the various production processes; @ H5 r4 h1 p" q/ o8 A
continue autopoiesis. For instance, the production of energy through
- f# {8 b) h8 I! ~& y1 Coxidation is controlled by the amount of phosphate and ADP (adenosine' V' A1 E* U! S! G* H1 x
diphosphate) in the mitochondria. At the same time, reactions that use
/ P' }( Z9 Z$ h( I7 J: N7 V) Yenergy actually produce ADP and phosphate so that, automatically, a
- U" X6 K& K5 t9 [high usage of energy leads to a high production rate of these necessary
1 x$ u; {- V: V! U, o) v/ Fsubstances.<br/>( c" t* O* m# K2 t
2.3.3 Other Possible Autopoietic Systems<br/>) z9 p$ p* [3 U1 L4 [9 Y( I0 p5 i
An interesting question leading from the idea of the cell as an
3 E! g# s% _5 A" S8 D8 J7 Uautopoietic system is whether or not there are other instances of* W( w! D0 |$ P, W. h$ ]
autopoietic systems. Are multicellular organisms also autopoietic! P* _. p# n9 Z
systems? Maturana is equivocal, suggesting that organisms such as* i# U" M# i% I, \# m; d7 n
animals and plants may be second-order autopoietic systems, with the
( y% n+ p. s+ l+ pcomponents being not the cells themselves but various molecules
9 T& a: U! q& }& ]' |2 Sproduced by the cells. On the other hand, he suggests that some6 [ k5 {7 a6 n% \$ K' b
cellular systems may not actually constitute autopoietic systems, but2 u- k0 b$ w& g! Q* _
may be merely colonies. What about a system that appears to have a
% E/ E! ?1 H. U! f' _+ _' ^closed and circular organization but is not generally classified as0 q2 c7 n+ i# O9 K4 Y: f4 l
living, such as the pilot light of a gas boiler? Finally, what about
' Z- C! [9 m( n0 j$ z7 L! l, ?nonphysical systems such as the autopoietic automata mentioned in9 V# w, J! q6 c' d1 D
section 2.2.1 and described more fully in section 4.4, or systems such0 m; g& o2 b9 L' \
as a set of ideas or a society? These possibilities will be discussed
, d1 y# p1 a( }1 Uin more detail in Section 3.3.<br/>
; I0 H# q7 l8 C. u) v. k2.4.Applications of Autopoiesis in Biology and Chemistry<br/>
* ~0 _/ s6 q3 J4 \+ E3 K- UOne would have expected that, given the importance and nature of its2 m8 p7 T7 P8 m6 e
claims, autopoiesis would have had a major impact on the field of4 `+ p t$ k/ I
biology. In fact, for many years there was a noticeable reluctance to* L7 \, q* T, \6 W3 M
take the ideas seriously at all. In 1979, I wrote to an eminent British
4 Q8 g7 e3 X# ^5 v$ Nbiologist – Professor Steven Rose at the Open University – querying the2 P( a" W4 l% x+ m" {8 I# E9 C
status of autopoiesis. He replied to the effect that he did not wish to
4 @* l, a5 @$ Tcomment on autopoiesis but that Maturana was a reputable biologist. One
- u8 O$ T) x8 x- a& ~- o R6 _notable exception is Lynn Margulis, whose own theory, that eukaryotic
% W: ?9 ~4 s/ E' Q6 A4 m( x3 ucells evolved through the symbiosis of simpler units, is itself quite
5 u$ v% i: ]/ C- }' D9 M& W1 econtroversial.<br/>
q6 q* T" i5 @! k E5 NHowever, recently interest has been growing in two areas: research into
. G" W4 j! n# [! T) G$ Jthe origins of life and the creation of chemical systems that, although
5 E: X# j. l/ f8 [! P3 [not living, display some of the characteristics of autopoietic
3 k7 k5 C' i5 Y$ @& v# C. Lself-production. Autopoiesis has also been compared with Prigogine’s, g, {) }# I/ _( T
dissipative structures. Varela has also pursued work on the nature of" R* H1 c( \7 A i
the immune system, viewing it as organizationally closed but not/ E" p; Q- i0 n( J
autopoietic. However, as this topic is very technical and not of2 a: `! ?1 ~* Y0 r
primary relevance, it cannot be pursued here.<br/>
6 u/ X! P8 d( r7 i# z5 {% |2.4.1 Minimal Cells and the Origin of Life<br/>
/ u' B! U' E% K! ~/ h; ~There are two main lines of approach to theories concerning the origin
* R2 b [, X* H# Gof life on Earth. In the first approach, based on study of the enzymes
7 t$ e0 K% A. y5 L; Hand genes, life is characterized as being molecular and a defining
0 |4 M5 ~6 T4 R. L+ Z$ A. zfeature is the structure and function of the genes. In the second1 p# M) [; R* g2 [9 D
approach, life is characterized as cellular, and its defining feature
6 _" @ d8 h2 N6 a; C* ?is metabolic functioning within the cell. However, neither approach can
3 E; ^% v/ G3 c" mreally specify a standard or model for life against which important
+ A8 Q; Y# F% Dquestions may be answered. In particular, at what point did prebiotic6 r4 f$ ^) D; n; v. j5 ]; j
chemical systems become biotic living systems? And how could we9 n, {5 H% q) l( H5 n1 T
recognize nonterrestrial living systems. Which might be radically4 @) ~" ~: O. F" i
different in structure from our own?<br/>
. d4 K4 j2 n# [9 O* gFleischaker proposes that the concept of autopoiesis, together with4 M( Y8 H. v" @, J9 e2 d; D
notions of minimal cell, can provide a sound theoretical framework to# ^) E' J( s4 p) R/ L+ Q
tackle these questions within the second tradition mentioned above.
- g! ?1 q$ c, M; M( L( a9 x |Autopoiesis clearly does aim to provide a specific and operationally
) _- n0 k i3 Guseful definition of life, although Fleischaker argues that the concept) P: Q' u, g+ W
of autopoiesis does need some modification. This modification would
: R" ]* }9 I+ l% q+ G& X! B2 Q/ Jrestrict “living” systems to autopoietic system in the physical domain
# a/ h5 E, D9 R' }" f+ x" jrather that allow the possibility of nonphysical living systems, a
6 r& s7 M5 {* g7 L. |% zpossibility which ( as mentioned above) is left open by the formal
0 O' c+ z9 V/ h4 P; zdefinition of autopoiesis. This will be discussed in Section 3.3.2<br/>! f6 ]9 Q1 M+ |7 W
Given autopoiesis (or modified version) as a definition of life, the9 a8 p& |3 I# G9 J
next step in theorizing about the origin of life is to consider how an
: A9 p* q9 B0 Q: V3 ~' o3 yelementary autopoietic system might have formed. Note that autopoiesis
* y; a( D$ w6 [! ] \9 T$ ~is all or nothing. A self-producing system either exists and produces
1 y9 l; f4 w8 |# t. Pitself or it does not – there can be no halfway stage. This leads to
( ~- ~" R0 e( L; _3 a1 u+ Ithe idea of a theoretical “minimal” cell which could plausibly emerge,
2 k$ e& Q7 @& {6 I( B9 ?/ T1 V kgiven the early conditions on earth. In fact, Fleischaker considers4 {9 V6 C6 N; J( }- k9 u) i
three different characterizations of minimal cells: a minimal cell
5 V7 i- A3 h; I6 K8 e9 v$ P8 Rrepresentative of the evolved life forms that we know today; a minimal
/ ]# k$ e& y& s, ?/ ~# r$ icell that would characterize both terrestrial and nonterrestrial life
7 ?/ T7 `4 _ sregardless of its constituents.<br/>8 F2 N! o# ?9 r5 W! m- } [2 G
About the last, little can be put forward beyond the six-point
5 c. Q9 O- |( l, E" h$ x; Zautopoietic characteristics in the physical space; to be more specific
4 C& P+ a+ X" M# e8 M+ B$ O' nwould constrain the possibilities unnecessarily. On the other hand, we
5 V7 ]$ Q" C: G( H: C- O4 hcan be quite specific about a modern-day cell. Such a cell could be
7 ^7 {7 U: ] [. }: Ndescribed as “a volume of cytoplasmic solvent capable of DNA-cycled,2 O8 ]* I1 D( c0 k
ATP-driven and enzyme-mediated metabolism enclosed within a
( g4 x' L, ~2 wphosphor-lipoprotein membrane capable of energy transduction”, This$ K6 `& e; F( z
generalized specification can cover both prokaryotes (bacterial) and
/ B* H5 F4 u! `7 t$ Feukaryotes (algal, fungal, animal, and plant cells) even though there
2 Q2 L9 e0 [, Z( o' mare important differences in their operation.<br/>
0 @: B' z# t; z1 y$ i, C bThe most interesting minimal cell scenario concerns the origin of life.
5 N$ i: x# a( z, A/ V l) z6 _ WThe first cell need be only a very basic cell without the later
# c# D) Z9 y* |8 R1 yelaborations such as enzymes. Fleischaker suggests that such a cell
3 G/ {8 M/ d6 W1 A" H7 |must exhibit a number of operations (Fig.2.4):<br/>/ {0 h, z; o5 O7 Z& `
1、The cell must demonstrate the formation and maintenance of a boundary
, N' K$ w% t3 W' Ustructure that creates a hospitable inner environment and allows/ Q- W) v# v+ J
selective permeability for incoming and outgoing molecules and ions.
8 r# d7 P( l4 N, L$ o2 NThe lipid bilayer found in contemporary cells is a good possibility
. ^& n8 r! r. ^4 Dsince the hydropholic nature of lipid molecules leads them to form, q3 i; G. ]3 }8 s6 M; F+ S9 X
closed spheres in order to avoid contact with water. Lipid bilayers are
# l5 K3 M# k" m' p3 z/ Y+ Ealso permeable in certain ways – for example, to flows of protons or6 p. E/ a8 O9 s4 a: J$ A: |! \
sodium atoms – without the need for the complex enzymes prevalent in R1 g9 H* `- g% {, c% }# M
contemporary cells.<br/>
- v: D- m5 K' v8 c' K3 D2. The cell must also demonstrate some form of active energy: l& \% P0 R8 F
transduction to maintain it away from entropic chemical equilibrium.7 I; A# h0 {0 J: e* {
One possibility is an early form of photopigment system driven by
: v8 N9 K% s, B8 k9 h& q% Olight. Pigment molecules would become embedded in the membrane and act2 Q' A) h4 O2 A8 l
as proton pumps, leading to the concentration of variety of raw
, {9 U$ i$ v; @9 mmaterial in the cell.<br/>4 x" f+ x, o9 b R
3. The cell would also need to transport and transform material
0 L# L: c0 b& a9 e* helements and use these in the production of the cell’s components and
7 K2 U$ I. l- [) I5 h4 S7 \* Vits boundary. A possible start in this direction would be the import of- f5 B( y1 _: R+ ^/ e; H/ Q; a
carbon dioxide and the physio-chemical transformation of its carbon and6 n" w' M1 U8 {
oxygen through light-driven carbon fixation.<br/>
+ v; l! w. @1 X5 \* W) J+ y4 ~5 o ZWhat is important is not the particular mechanisms for any of these( M8 S" F1 L) J, E
general operations but that whichever mechanisms are postulated, all" O4 g- ~; W" y" k1 N0 |, E
operations need to be part of a continuous network to form a dynamic,
! Z& ]0 B0 E& @$ }* d4 yself-producing whole.<br/>. Y, a0 ~/ k/ z$ ]' ~1 V7 U: }& c3 }
2.4.2 Chemical Autopoiesis<br/>
( Q0 h* V2 q6 r# fBeyond theoretical constructs of minimal cells, it is also interesting; M+ [9 u% p7 Z" C& k
to look at attempts to identify or create chemical systems based on
" w$ `0 C7 \ B7 I# pautopoietic criteria, and to consider whether or not these are living.8 w: w# i, d, j5 E; v2 I
We shall look at three examples: autocatalytic processes, osmotic
5 ^; B- ^6 z8 @ v1 G0 A% Sgrowth, and self-replicating micelles.<br/>
" \9 h! B2 r/ E5 m! e2.4.2.1. Autocatalytic Reactions<br/>! }3 k7 D5 t+ `+ y Y8 O( U
A catalyst is a molecular substance whose presence is necessary for the% \& v# q% z3 Y+ e, E& m: {$ d; L
occurrence of a particular chemical reaction, or which speeds the
: X" Z( e8 m: u. V8 ~reaction up, but which is not changed by the reaction. The complex6 V. T: V l8 J" d) x+ ] e
productions of contemporary cells (as opposed to cells that may have
5 e9 z' g ?7 j1 p; f7 U# texisted at the origin of life) require many catalysts, and this is one5 W9 a4 T7 t% E# B
of the main functions of the enzymes. An autocatalytic process is one$ `+ G& l% q1 x
in which the specific catalysts required are themselves produced as$ G% c7 q9 K( W, G; B
by-products of the reactions. The process thus self-catalyzes. An
* {6 L# V" u1 w& J/ Y0 b; `example is RNA itself which, in certain circumstances, can form a( O; {# E/ ~7 o0 L- R: A' B* e
complex surface that acts like an enzyme in reaction with other RNA" z# x" @) @1 K6 f( k: U3 o9 N* N
molecules (Alberts et al.) Kauffman has a detailed discussion within, k' M: v! E! s p+ ~
the context of complexity theory.<br/>
# [& I+ L8 t. ~6 `8 q$ L! Z0 Z' iAlthough this process can be described as a self-referring interaction,
; d3 Z5 j. |! othe system does not qualify as autopoietic because it does not produce5 M2 B# D6 F4 z. q8 m3 h' F" [' a
its own boundary components and thus cannot establish itself as an
. o$ f& v9 C5 [$ dautonomous operational entity (Maturana and Varela). Complex,; F/ R m$ R3 n( U5 R: Q
interdependent chemical processes abound in nature, but they are not8 [/ X6 y) B/ s8 z% u" V
autopoietic unless they form self-bounded unities that embody the- k. u Q3 k3 _' y4 L9 {5 x
autopoietic organization.<br/>( \0 S- O2 Y8 z( G* S
2.4.2.2 Osmotic Growth<br/>
: V0 m8 P8 Q3 O8 CZeleny and Hufford have suggested that a particular form of osmotic* m* \1 c3 n5 ]! V# z8 [; b
growth, studied by Leduc, can be seen as autopoietic. The growth is
( g2 B* K: K) s* _precipitation of inorganic salt that expands and forms a permeable8 {, G) j/ A3 [ s; U
osmotic boundary. This can be demonstrated by putting calcium chloride( j- ^$ Y& w2 `% P9 D
into a saturated solution of sodium phosphate. Interaction of the, b; w1 z5 i7 k, a4 o. ]/ {
calcium and phosphate ions leads to the precipitation of calcium
7 Z/ r% b4 J0 X, @phosphate in a thin boundary layer. This layer then separates the# a& e( D4 o/ [- k" M6 T% E
phosphate from the calcium, water enters through the boundary by
$ v+ q; k1 U- q5 G* b5 m4 g+ d# xosmosis, and the increased internal pressure breaks the precipitated" k: M9 ` I8 X8 x W7 v
calcium phosphate. This break allows further contact between the9 G+ c$ e r1 a( ^
internal calcium and the external phosphate, leading to further0 E# ~- G( |- L' r% Y
precipitation. Thus the precipitated layer grows.<br/>
# Q& ^5 v- O7 e$ q4 f, bZeleny and Hufford argue that this system fulfills the six autopoietic criteria:<br/>& R, M* P. e e+ |2 V+ p; O
1. It is distinguishable entity because of its precipitate boundary.<br/> \# B5 W7 u) [
2. It is analyzable into components such as the calcium phosphate boundary and the calcium chloride.<br/>
9 I& a1 a5 Q3 ^1 z3. It follows mechanistic laws.<br/>2 M0 m6 B3 Q6 c F7 ~9 ~4 c
4. The boundary components (calcium phosphate) aggregate because of their preferred neighborhood relations.<br/>
: N' ^' X; _# ? v, t( r5. The boundary components are formed by the interaction of internal/ O: k6 ^9 |: ^! q
and external components following osmosis through the membrane.<br/>
" k5 r) ^- Y, H( o" Z# {, W6. The components (calcium chloride) are not produced by the cell but, b' m& N3 o5 |; H( ]8 ~
are permanent constituent components in the production of other0 C" o r1 {, g# U7 o
components (the precipitate)<br/>
7 g2 m# d: ~ g9 V8 r- b5 iThis hypothesis does cause problems, as Leduc’s system is clearly
9 T5 _6 y9 P B7 c. n- o0 Sinorganic and not what would be called living. If it is accepted that* D9 x& ^' ?2 g- g, u
the system does properly fulfill the criteria of autopoiesis, i.e.,
1 ?/ K( s$ T- R- W+ X6 athat it is an autopoietic system as currently defined, then either we
" U/ t5 V9 [. p+ Y' smust expand our concept of living or accept that autopoiesis is in need
0 L# p; x: F( b; kof redefinition to exclude such examples. In fact, it is debatable9 f/ g% q; Z( ]
whether or not this osmotic growth does correctly fulfill the six
5 q8 B' j' E4 Scriteria. It certainly meets the first three, but it is not clear that* Q P% c! F7 I6 n- z4 T! t& R5 M7 y
it is a dynamic network of processes of production.<br/>5 r6 l h. j4 W
As for the fourth criterion, the precipitate that forms the boundary is6 V3 u8 r t3 C3 f
unlike a cell membrane. It is static and inactive, more like a stone
+ x. M7 l& _0 c& swall than an active membrane. It is not formed through “preferential
9 X/ u4 A( m/ P! R$ y2 \( nneighborhood interactions”; in fact, once formed, it does not interact
) P- x( ^7 N: d! Sat all. Considering the fifth criterion, the boundary components are6 \4 A1 [2 A0 W9 s' }
not continuously produced by the internal processes of production.
# u$ I. ]) y. t: J9 L- [, H, ZRather, a split or rupture occurs and more boundary is precipitated at. O" o) S9 A! q4 d' D: j' ~% W
the split through the interaction of internal and external chemicals.
# ^7 ?0 W6 @9 M7 zIt is only because of, and at, the rupture that new boundary is& [! e$ P7 }: ?! G5 I% _6 [4 U
produced. Finally, chloride, which is introduced artificially at the
! b: F& M$ ^- U% H7 N# j" Xbeginning, is not produced by the system, and eventually runs out.<br/>
- a' k) m5 s, ^* z; O X4 @2.4.2.3 Self-replicating Micelles<br/>
, [8 f1 F' [( T9 `1 ~An approach with more potential, currently being researched by Bachmann D0 P# V* I; G: z+ V: H! w- |
and colleagues, was first proposed by Luisi. It has been discussed by& _) |& x) o9 F$ s" G; g5 g5 m& M
Maddox and Hadlington. A micelle is a small droplet of an organic+ Q1 b- ^/ X; l* Z! W! I" ]
chemical such as alcohol stabilized in an aqueous solution by a
' z& x' x5 B3 S; [- m% ]3 [( Dboundary or “surfactant” A reverse micelle is a droplet of water
" w9 p- f/ M; Z( I+ o n: H; usimilarly stabilized in an organic solvent. Chemical reactions occur
+ |3 d+ O: {( B8 G. ]* M# c6 O) qwithin the micelle, producing more of the boundary surfactant.. M2 z4 x0 U( i' {# E
Eventually, this leads to the splitting of the micelle and the
, C! ]3 l I$ U% ]$ K/ ^& b' @generation of a new one, a process of self-replication. Experiments' ~, K& u' G8 {" {' s3 {
have been carried out with both ordinary and reverse micelles and with/ X: r5 E" N( |0 E$ }6 f4 v
an enzymatically driven system.<br/>
) r! s1 Q6 E. a Y6 Y# d8 dIn the reverse micelle experiments, the water droplets contain1 p. y( U2 ~8 o+ z( N3 v* M f
dissolved lithium hydroxide, one of the surfactants is sodium* k: F9 Y2 T3 W/ `6 a
octanoate, and the other is 1-octanol, which is also a solvent. The9 @: o5 Z' P) ^# I" C
other solvent is isooctane. The main reaction is one in which the. d$ E! |4 K, L @0 K
components of the boundary are themselves produced at the boundary.7 l( U# c9 R6 t, @3 i* k" [7 }4 ~2 F! p
Octyl octanoate is hydrolyzed using the lithium as a catalyst. This4 D/ K9 @. r8 w0 Q5 }, ]
produces both the surfactants (sodium octanoate and 1-octanol). Since' A# A. g! d5 V: M* w. ~7 L
the lithium hydroxide is insoluble in the organic solvent, it remains
4 n) h* ^ s9 rwithin the water micelle, thus confining the reaction to the boundary
" z3 |8 L5 u) r. r, ?layer. Once the system is initiated, large numbers of new micelles are$ q' o3 B+ _9 O& F% w
produced, although the average size of the micelles decreases.<br/>
) t6 h6 [# ^: F) j6 qIt is not clear that these systems could yet be called autopoietic.& y0 G& ?6 M. k
First, the raw materials(the water-lithium mixture or the enzyme2 E" s: D3 j$ u x' M. u
catalyst) are not produced within the system. This limits the amount of
) S/ H" C. E, g g- Z: wreplication which can occur; the system eventually stops. Even if these# C. u$ h7 H, e# o
materials could be added on a regular basis, the system would still not5 ~; r, H2 q: e4 ~$ f# R% l/ [
be self-producing. Second, the single-layer surfactant does not allow) W; ~& ^) T I
transport of raw materials into the micelle. For this to happen, a6 l- y! l# l. n3 J1 }' X
double-layer boundary would be necessary, as exists in actual cell
% n' K+ I6 D4 d. F* y* O7 dmembranes. Moreover, the researchers themselves, and seem most' H4 Y: y+ U2 n. I+ N {3 i; S
interested in the fact that the micelles reproduce themselves, and seem
. H4 T2 o4 f* t; o) K, mto identify this as autopoietic. However, reproduction of the whole is
& S$ V( ^2 S$ z3 j9 W8 Lquite secondary to the autopoietic process of self-production of y. R" d" d) c4 e+ s
components. Nevertheless, this does represent an interesting step
/ O) D! b0 Q/ [0 w1 K" l: Q) t: }8 [toward generating real autopoietic systems. |
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