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Voir dans le PDF(s’ouvre dans une nouvelle fenêtre)Bury, R.G.
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The Origin of Atomism
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18.
Bury défend la thèse de Gomperz selon laquelle il faudrait probanon de
blement faire dériver l’Atomisme du Pythagorisme ancien, et
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Voir dans le PDF(s’ouvre dans une nouvelle fenêtre)The Origin of Atomism
R. G. Bury
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FEBRUARY, 1916
ORIGINAL CONTRIBUTIONS
THE ORIGIN OF ATOMISM.
For a variety of reasons it is not
altogether easy to make out the origin
and filiation of the Atomictheory. For
one thing, although we know pretty
definitely the main tenets of the doctrine of Democritus, Leucippus, ‘the
white horse,’ remains a dark horse.
The standard authorities are divided
among themselves, so that while we
have Windelband, on the one hand,
declaring that ‘ Atomism is an offshoot
of Eleaticism’ and that ‘ Leucippus
stands in the most marked dependence
on the Eleatic teaching,’ on the other
hand we have writers like Gomperz
and Mr. A. W. Benn protesting against
this derivation of Atomism from Eleaticism. Briefly put, Gomperz? maintains (a) negatively that Leucippus was
not really ‘a pupil of Parmenides,’ and
that the points of contact between
the two were mainly points of contradiction; and (5) positively, that ‘the
raw material for the Atomistic theory,
namely the twin conception of invisible
moving particles and invisible vacant
interstices, is derived partly from the
older Ionians (Heraclitus, Anaximenes,
and Anaxagoras) and partly from the
Pythagoreans.’ Mr. Benn * agrees with
Gomperz on the negative side, in so far
as he lays stress on the way in which
Leucippus ‘seems to contradict Parmenides at every point,’ and argues that
the progress of thought ‘does not pro1 A paper read to the Camb. Philol. Soc. in
November, 1915.
2 Greek Thinkers, E. Tr., vol. I, pp. 316 sgg.
3 The Greek Philosophers, ed. 2, pp. 31 sgg.
NO. CCLV.
VOL. XXX.
ceed either by antithesis or by synthesis, but by almost insensible transition and suggestion.” But (b) on the
positive side Mr. Benn stands by himself in his view that the atoms were
first suggested to the scientific imagination of Leucippus by the observation of
clouds of dust; and that, dust being
earth in its finest form, Leucippus is
the one and only philosopher who chose
earth as his primary substance (and
eluded Aristotle, we may add, in doing
SO).
I will not stop to criticise Mr. Benn’s
view, but pass on at once to the constructive part of my observations.
What I shall endeavour to show—in
so far as so highly speculative a matter
is capable of demonstration—is that
Atomism is more closely allied to the
Pythagorean than to any other system,
and that, if Leucippus is to be labelled
at all or grouped at all, he should be
labelled as an independent Pythagorean
rather than grouped with Pluralists or
Conciliationists. The usual methods of
placing him seem to me, as to Mr.
Benn, examples of the ‘post hoc, ergo
propter hoc’ fallacy.
To begin with Aristotl—whatever
he may say elsewhere, to suit his book,
here is what he says about the Atomists
in de Caelo III. 3032 8—rpórrov yap Twa
Kal oùrou mrávra Ta Övra mowdoıv apLOpovs Kat EE àpiôu@v. Ie. the Atomists
may themselves be numbered amongst
the number- philosophers; they are
Pythagorisers of a sort, if not actual
Pythagoreans. Let us see how far this
Page 4
Voir dans le PDF(s’ouvre dans une nouvelle fenêtre)is supported by the terminology of
Atomism.
Take first the term elòos or idéa. A
work mrepl üÖeôv is ascribed to Democritus, and it seems quite likely that the
term goes back to Leucippus. Prof,
A. E. Taylor (Var. Socr., p. 248) would
render the Democritean title, Concerning Primary Bodies, and he argues at
length that ‘eidos and idéa, wherever
they appear as technical terms, alike
in rhetoric, in medicine, and in metaphysics, have acquired their technical
character under Pythagorean influence’
(p. 257).
The term ëy«os—which is certainly
Epicurean in the sense of ‘ atom ’— may
probably go back to Democritus and
Leucippus. To the Atomists a ‘magnitude’ can only have meant an atom
or glomeration of atoms. I conjecture
also that the use of the term was
common with the mathematical philosophers, from its occurrence in Theaet.
135 A, Parmen. 164 A, and in Zeno’s
arguments on motion as reported by
Aristotle.
'Avaryen as applied to the atomic law
of motion—the dives or Sivn of atoms
spinning ## vacuo—is another conception which seems to link Atomism with
Pythagoreanism. We find this combination of Necessity with rotatory
motion in the Platonic Myth of Er,
where the spindle with its whirling
odovédvrot revolves Ev Tols ris ’Avdyans
yovacw (Rep. 617 B). Adam, in his
note ad loc., says ‘ the notion is probably
Pythagorean, for
Parmenides, who
attaches himself to the Pythagoreans
in this part of his system, speaks of a
central ’Avdysn as the cause of all
movement and birth.’
We may note also arworoun as an
Atomistic term, and compare it with
the technical use in geometry to denote
‘section,’ or cutting off of segments
(Meno 85 A), and with Parmen. Fr. 3
où yap amotunfe TO Eöv Tod Eövros
&xeodaı, where it is natural to detect
a controversial reference to Pythagoreanism.
Another term which, to my mind,
has a Pythagorean flavour is oxjvos,
which Democritus is fond of using for
cpa. Where was he more likely to
pick up the expression ‘earthly tabernacle’ than from those precursors of
Paulinism, the oöya-onua sect?
A curious word of the Atomists is
mepimarafıs, in the sense of auumAorn,
denoting the ‘embrace’ or mutual
entanglement of atoms—a word which,
by the way, is not given in Liddell and
Scott, though éurdAayya is quoted. I
conjecture that it too may have Pythagorean associations, although I admit
that my ground is not of the most solid.
In Phaedo 82 D we have the phrase
éxeivot ols Te pédet THS éavrôv Vruvijs
GANG py TOpaTL TAATTOVTES Cot in a
passage which savours strongly of
Orphicism or Pythagorism (preaching «äbapois wuyijs, and the body a
dungeon). Here the right reading is
maxarrovres (Diels), which combines
the sense of close contact and contagion (aluarı Hom.) *
I may add here two further notes on
Atomistic terminology which are not
strictly relevant to my main contention.
One of the three differentiae of the
Atom, as given by Aristotle, is duadıyn,
which is explained to mean ra&ıs. I
am inclined to think that the word (inappropriate in itself)? is a blunder for
drain (= dıadenıs), since in Met. 4. 19
dıadecıs is defined as 4 tod &xovros
uépn Taëis, and Democritus Fr. 9 (Diels)
uses d:aOy«n for Òuddeois in the phrase
Kata cwparos Òradijknv.
Moreover
there are variants for Òraduyú in the
MSS. and Ae. 1. 15. 8 calls the same
differentia Ssatayyn. Further, the examples given of the differentiae in Met.
I. 4 run thus—Grapépez yap To uev A
rou N oynpate (=pvope), To de AN
rod NA rafa, To de Z tod N Oécer.
That, at least, is the reading formerly
current; but later editors seem to
favour Diels’s correction ro 6é Æ rob
H déc. Here the question that suggests itself is—why are these particular
letters chosen rather than any others ?
I have never seen this question put or
answered; and even to attempt an
answer is perhaps super-audacious.
However, what I venture to suggest is
1 Cp. Aelian V.A. 3. II, of mepumarnrukoi
gacw ped' muépar Onrevovoar rv puxny TÔ
o@parı mepımAereodaı.
2 Ar. uses the vb. of ‘continuous touch’
(see L. and S.).
3 S:aOny7, see L. and S.
Page 5
Voir dans le PDF(s’ouvre dans une nouvelle fenêtre)this—that the letters here used form
part of a familiar term of the Atomistic
School, a term connected with the
matter illustrated, viz. vaorov
= mAïñpes
(of which more presently).
Admitting
this, how does it bear on the textual
question? Obviously, all the illustrative letters will most naturally be taken
from the same word, so that H, whether
upright or on its side, cannot be right,
and the letter most likely to be right is
the N which appeared in the old text,
and which is often confused with H in
uncials.
My second note
concerns another
technical term, which may, I think,
fairly be ascribed to the earliest
Atomists. Aristotle, de An. I. 2 (compare de Caelo III. 4) uses the word
mavotreppia with reference to Leucippus. Does this imply that Leucippus
spoke of his atoms as omépuara?
I
think it may, since Lucretius is evidently Latinising an original Greek
Atomistic phrase when he calls the
atoms semina rerum.
Moreover,
we
may discern a Platonic pun on oéppara in the description of the Atomists
(Soph. 247 D) as avroxyOoves Te Kal
omaproi avdpes—‘ seedsmen.’
But this is by way of digression. To
return now to the main track. There
is, I would contend, something of truth
in what Diogenes Laert. says (Diels,
Vorsokr., p. 366) of Democritus that he
Ilvdayopırav Tıvos arodoaı and PirorAd@
ovyyeyovévat. For besides the verbal
connexions which I have tried to trace,
it is fairly clear thatintheir main tenets
the two schools, Atomists and Pythagoreans, agree. Firstly, as distinct
alike from monism and pluralism, both
are essentially dualistic—each assuming
the reality of a pair of concrete opposites, Solid and Void, or Figure and
the Figureless. And, secondly, both
agree in the invariable character of
their primary monads, which do not
alter chemically, but only combine
mechanically: both alike reduce quality
to quantity, and build the world of
idéai or oyyuaTa, compounding masses
out of concrete minima. There remains,
however, a characteristic difference in
the conception of the monads; for
1 Cp. Iambl. a2. Diels 54°.
3
while the Pythagorean units, or points,
were all alike, and only when pluralised
into triangles, squares, circles, etc.,
acquired shape-variety, the unitary
atoms possessed shape-variety from the
start; so that the atomic unit might be
described as a kind of telescoped or
compressed form of the geometric
oxîjpa or multiplied unit of the Pythagoreans.
What is the explanation of this
characteristic difference? I suggest
that it is to be explained in connexion
with the term vaorov, as part of a larger
fact. The peculiarity of the word
vaorov caught the attention of Galen,
who writes (viii. 931) dprov pév yap Twa
vaaròv êkdhovv, où um GAO Ye TH
cpa mpos adrôv (de. TÔv “EAAnvor)
oUTws @vopacpévoy émioraua. Without
going so far as to say that Leucippus
was originally an dproxomos—familiar
with grains and floating motes of meal,
and sieves, and threshing-floors, and
whirling mill-stones and kneadingtroughs (all which seem to figure in
Atomistic literature)—I would suggest
that vaorov really does convey the
central notion around which the whole
doctrine of Atomism was built up. The
real, To öv, presented itself to the
scientific imagination of Leucippus as
primarily ‘the kneaded.’ J.e. he derived his physical theory in the first
instance from a study of the phenomena of compression and of porous
or spongy matter. It is the study of
porosity that gets us at once to the
double notion of “the Full and Empty,’
and it is because these two seem equally
fundamental in Leucippus’ theory, and
because also he, as an Ionian (whether
of Miletus or Abdera), must be presumed to have been primarily occupied
with the study of physical phenomena,
that I suggest this as the origin of his
view. In support of this suggestion I
may again quote Aristotle, Phys. IV. 6,
where among various Democritean arguments in favour of the existence of
Void he mentions this—öru gatveras
Eva cuvidvta Kai mdovpeva. My supposition, based on the term vaoröv, is
that this argument from wiAnoıs was
the original argument of Leucippus,
and that it was in this way—from these
physical studies—that he first arrived
Page 6
Voir dans le PDF(s’ouvre dans une nouvelle fenêtre)at what Gomperz calls the ‘twin conception of invisible moving particles
and invisible vacant interstices.’
Then,
having once got this twin conception,
he expanded and developed it under
the influence of the kindred dualism
of the Pythagoreans.
But with this
notable difference, that he applied his
vaaróv-idea afresh to the oxnuara of
the Pythagoreans, ‘kneading’ them
into impermeable solids, while retaining
the characteristic shapes (triangle,
polygon, etc.) in the solid form: ve,
briefly, he telescoped or stereoscoped
them.
In conclusion, what I would emphasise is this—that Atomism in its origin
had probably little or nothing to do
with any ‘metaphysical conflict,’ and
nothing to do with Eleaticism, except
in so far as Eleaticism itself may be
termed an offshoot of Pythagoreanism.
The only dependence of the Atomists
on Parmenideanism proper is, as Mr.
Benn and Gomperz urge, the dependence of contradiction; which means
that if the Eleatics had never existed,
Leucippus might equally well have
preached his Atoms and his Void; and
if, as tradition states,’ ‘he listened to
Zeno,’ this argues no more dependence
than may be ascribed to Sir Edward
Carson when he listens to John Redmond in the House.
R. G. Bury.
1 Cp. Galen ap. Diels 545.
THE HOMERIC HYMNS.
I.
THE emendation of the Homeric
Hymns with their manifold and manifest errors of tradition, often defended
by dull and foolish scholars with the
pretentious dogmatism that one corruption of the text is proved sound by
the production of another equally bad;
or, in other words, that two blacks make
one white, continues to attract periodically the efforts, the praiseworthy efforts,
of active and inquiring minds. It is
well that it should be so, and therefore
I welcome with both hands the paper
on this subject by Mr. R. J. Shackle in
the September number of the Classical
Review of this year and the earlier one
by Mr. Evelyn White (C.R. Nov. 1914).
It is now nearly twenty years since I
wrote a review of Monro’s Homeri Opera
et Reliquiae (C.R. Nov. 1896), and there
suggested a great many textual changes
in the Hymns that might with advantage be adopted. One or two of these
I would now revise, and notably one
that called forth a considerable amount
of discussion of what is called Wernicke’s law. The passage is Hymn.
Dem. 268 :
ep
Anuijrnp Tuudoyos, M TE péytoTov
äfavärois Ovntoiai 7’ Övevap Kal Xappıa
TETUKTAL.
To make a tolerable scansion for the
degenerate second line I proposed to
read
adavaroıs Ovntoici T’ Överap Kai mroXd
xapıa,
with possibly dfavárov (Stoll) for a linguistic and metrical reason.
Prof. Platt courteously enough raised
the question whether òverap could
rightly stand in this position. I took
the opposite view, and suggested that
the objection was based on a later
metrical usage imposed on Homer. Mr.
A. Shewan (C.R. Sept. 1915) perhaps
goes too far in treating this suggested
explanation as absolute dogma. May I
refer him to remarks on this question
in my review of Leaf's Iliad, xiii.-xxiv.
(C.R. 1902) ? In any case I would now
treat this passage somewhat differently.
The objection to rervrraı is certainly
valid. It will be good Greek here,
when ‘I who is’ is good English and
not before. The bit of black with which
this is whitewashed is the very flagrant
and obvious interpolation P. 249-51 q.v.
Of xxix. 4 nothing need be said.
It may be observed first of all that in
the early epic period a verse could not
begin with ddavaroıs Ovyroîot te. If
the tradition be right as to first word,
then it must be in the form d@avaro-