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THE DEBT OF GREEK PHILOSOPHY AND
SCIENCE TO THE ANCIENT NEAR EAST
INTRODUCTION
THE DEBT TO THE ANCIENT NEAR VAST
279
later periods when there is evidence of far more extensive direct contacts, and
not just between Greece and the Near East, but rather between much of the
Greco-Roman world and the Middle and Far Fast. Yet that similar detailed
investigations are possible has been shown, above all, by Joseph Needham’s
discussions in his Science and Civilisation in China, Here too it is clear that
just how particular ideas, knowledge, myths, techniques travelled, and why
some did easily and others only very slowly, are questions that have to be
resolved case by case. There are indeed as many interesting problems relating
to the failure of transmission, when cultural contact existed, as there are to
successful transmission, as many questions that are worth raising about
the presuppositions that favoured or impeded influence as about the
adaptation of the ideas and techniques actually transmitted.
As for my own rapid tour d'horizon of what might be said, for the archaic
observe that the perspective from which 1 discussed philosophy was very
much a Greek one, as, for example, when | wrote (p. 297) that philosophical
inquiry us such is a Greck invention. That is true of the style of philosophy
that we have inherited from the Greeks — and the points | made concerning
the differences between that style of inquiry, and myth, hold subject to that
qualification, But of course ifI had taken a wider perspective and considered
modes of philosophising that take different Forms. the claim concerning the
Greeks rapidly becomes transparently absurd. India and China both had
their distinct philosophical, as well as their religious and scientific, traditions,
However, from the point of view of what the Greeks might have learnt from
and classical periods, about Greek philosophy and science, | would now
Egypt or Babylonia, our evidence still suggests that that would not have
extended as far as philosophy, construed as the argumentative. rational or
an
lecture in 1976, and the version published corresponds fairly closely to
As its informal style and lack of footnotes no doubt suggest, the paper
published under the title "The debt of Greek philosophy and science to the
ancient Near East’ in Pedilavium in 1982 originated in a public lecture. An
carlier version was first given in Birmingham, as the Rundle Clark Memorial
address to the Japanese Classical Society in 1981. In an occasionally
provocative and at points deliberately oversimplifying way, the paper
attempts both to suggest certain ground-rules for comparative studies and lo
set out some broad theses with respect to the particular problems posed by
the relationship between the philosophy and science of the ancient Greeks
and the theories and practice of their immediate ancient Near Eastern
would-be rational inquiry that it was for most Greeks.
circumstances of influence or transmission vary importantly as betwecn the
neighbours,
So far as the ground-rules for any such study go, there was, | would now
say. little exaggeration in my emphatic insistence on the need to be wary of
the grand generalisation. The validity of the point | made (p. 283) that the
undoubtedly prove to be more convoluted than even the complexities of the
material | discussed. The analysis of the origins of science, technology and
Cornford, F. M. (1912) From Religion to Philosophy (London)
(1952) Prineipium Supientiae (Cambridge)
Bernal, M. (1987) Black Athena (London)
REFERENCES
distinctive styles of science and philosophy in question. My original paper set
an agenda, in other words, and does no more than outline aspects of the
answers in relation to the ancient Greeks and their Near Eastern neighbours.
and ideological conditions that accompanied the development of the
outside influences, is just the first step towards the analysis of the culture as
a whole. That first analysis takes one into problems not just of an intellectual
or internalist nature, but, as f acknowledged but could not follow up in my
article, into issues concerning the whole background of the social, political
philosophy in any given culture, and of what they may or may not owe to
Here too much further work needs to be done, and the issues will
four fields | mentioned (technology. religion and mythology, mathematics
and astronomy, medicine) has not diminished. Although we can use those
gencral characterisations of broad aspects of the culture of the ancient
civilisations concerned, not onty must we be prepared to draw distinctions
religion and another, one mythology and another, their place cannot be
between these four where any single culture is in question, but we also cannot
afford to assume that the intellectual or social position, aims or preoccupations of any one field in one culture will be identical with those in any
other. Medicine. no doubt, is always directed to healing the sick: but the
conception of what it is that needs healing, the role or roles of the often
diverse types of person who practise healing, may vary drastically from one
culture to another. Again while broad comparisons are possible between one
assumed to remain fixed and stable in all cultures - and the same must also
was with the archaic and classical
be said even of mathematics and astronomy.
My particular concern, in this study,
periods when the actual communications between Greece and the Near East
were limited. Of course the picture becomes appreciably more complex for
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View in PDF(opens in a new window)THE DEBT TO THE ANC
NT NEAR EAST
Frankfort, H. ed. (1949) Before Philosophy (London)
|
Frankfort (London),
Jacobsen, T. (1949) ‘Mesopotamia’, in Before Philosophy, ed. H‚
(Cambridge)
|
un
|
137-2
rs, \5t edn
Kirk. 5 Eu and Raven, JE. (1957) The Presocratie Philosophe
Needham, J. (1954-) Science and Civilisation in China (Cambridge)
West, M. L. (1971) Early Greek Philosophy and the Orient (Oxi ord)
Wilson. J. A. (1949) ‘Egypt’, in Before Philosophy, ed. H. Frankfort (London),
39-133
THE DEBT OF GREEK PHILOSOPHY AND SCIENCE TO THE ANCIENT
NEAR EAST
back, after all, to the Greeks themselves. Ancient Greek attitudes towards
To reopen so venerable a topic as the debt of Greek philosophy and science
to the ancient Near East calls for some words of explanation. The topic goes
acquaintance). Nor need I remind you that there is a series of references in
their Near Eastern neighbours underwent several transformations — not that
we should think of those attitudes as uniform or universal at any period, Two
in particular, stand out, very broadly speaking,a phase ofdiscovery
phases,
and one of syncretism. First there is the great upsurge of interest from the
mid-sixth century, continuing through the fifth and fourth, a period when
Greek knowledge of the Egyptian and Babylonian civilisations especially
increased tremendously and when we find evidence of the deep impression
those civilisations made upon the Greeks in one major Greek author after
another. Herodotus’ admiration for Egypt and Babylonia is obvious in his
detailed descriptions of them (that of Egypt, at least, based on first-hand
list of those Greeks who - according to the Egyptians
- got their ideas
Plato (some more serious than others, to be sure) to the antiquity of the
Egyptian race and to several of their more notable cultural achievements.
The second phase, that of syncretism, was already advanced by the turn of
the millennium, as we can sec from Diodorus and Strabo, for example. Even
in Herodotus’ day, the Egyptian priests whom he quotes claimed that Egypt
was the source of much Greek religion. By the time we get to Diodorus, the
from Egypt has grown fantastically. It now includes Orpheus, Musaeus,
Melampus, Daedalus, Homer, Lycurgus, Solon, Plato, Pythagoras, Eudoxus,
Democritus and Oenopides. The priests whom Diodorus cites put it bluntly
that ‘all the things for which [these men] were admired among the Grecks
were brought from Egypt’. The tendency to assimilate Greek and Near
Eastern wisdom, and to see the latter as anticipating Greek philosophy,
grows still further in the carly Christian period. Thus Clement ofAlexandria,
who quotes Numenius for the idea that Plato is really Moses writing Attic,
sets out systematically, in his Stromareis, to prove that Greek philosophy was
anticipated by the wisdom of the prophets and that the Greek philosophers
plagiarised what they present as their own ideas from the East.
But if ancient authors initiated the debate, the continuation of the
controversy forms an important strand in the transmission of Greek learning
through the Middle Ages down to the Renaissance and beyond. The fortunes
of the two opposing views (of Greek originality, || and of Greek derivativeness) shift from one generation to another and I cannot do justice to that
aspect of the question here. But Stevin, for cxample, was one important
scientist who believed in an oral, unwritten wisdom in what he calls the Age
of the Sages long before Presocratic philosophy, and Isaac Newton himself
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wrote a treatise on “the chronology of ancient kingdo
battle lines arc
establish a similar thesis. In the nineteenth century similar
in thought
Zeller’s classic
drawn up. Thus a prominent section in the introduction to
of Röth and
History ofGreek Philosophy was devoted to refuting the theses
systems
Gladisch. According to Gladisch, for instance, "the Presocralic
e of the
reproduced without any material alteration the theories of the univers
, Jews and
five chief Oriental nations’. that is Chinese, Hindus. Persians
Egyptians.
have
Many of the contributions to this immensely long-drawn-out debate
long drawn
been highly charged with emotive language. Indeed it has been so
used as a
out partly because Greece” and the ‘Near East’ have often been
East” for
polar antithesis, “Greece” being taken to stand for reason. the ‘near
the other
Faith, Religion, Mysticism or The Irrational — as if (apart from all
their own
points that such an anthithesis ignores) the Greeks did not have
ns
religion, indeed their mystery religions, and as if. conversely, the Egyptia
and Babylonians did not excel in such hard-beaded practical matters as the
administration of large-scale empires. It was, on this own account. partly
Dodds
because he was provoked by this type ofgross oversimplification that
ils
wrote the book. The Greeks and the Irrational. which has. ever since
away
appearance in 1951, been largely instrumental in producing a swing
pure
from the earlier drastically misguided identification of the Greeks with
|
reason.
But why, then, reopen à subject which has been the occasion of so much
we
arid, prejudiced and unscholarly posturing? I am not going to claim thal
ate on
have now achieved some Olympian height from which we can adjudic
in a
the dispute, though | would claim (1 have just claimed) that we may he
debate
better position than many of our predecessors to see that some of this
been
has not really been about what it purports to be about at all. thas not
about
a historical study, but a pretext for the debaters to air their own views
have
the relative merits of Reason and the Irrational. But when we
ting
progressed beyond that point, and beyond the point of merely distribu
compliments or criticisms to the Greeks and to their various Near Eastern
neighbours, there are important issues ta be discussed concerning the
question of {he origin or invention of philosophy and science themselves. The
two fundamental problems here are first what sort of development
are we to suppose that they involved (and in particular should we sec the
of
origin of philosophy and science in || terms of a gradual development or
this is
some revolutionary change or breakthrough)? And secondly (though
social,
not a question 1 shall be able to follow up today) what were the
political and ideological conditions that accompanied this development or
revolution? If we are to get clear on these questions, we must indeed try to
come to terms with the problem of the relations of the Greeks to the Near
— and in the absence of new
East. Many aspects of those relations are
evidence must remain - highly obscure, and we must acknowledge that fact.
3
4|
THY DEBUT
TO THE
ANCTENT
NEAR LAST
But some detailed work recently undertaken in a number of different
its own problems. Four of the main areas that will concern us are (1)
inquiries has made it possible to be clearer on certain aspects of the problem.
I aim to collate points from some of this recent work to arrive at some
provisional conclusions on some features of the question.
In considering what the Greeks may or may not have taken over from their
ancient Near Eastern neighbours, we must first recognise the great variety of
different fields of possible influence and the fact that each different field poses
technology, (2) religion and mythology, (3) mathematics and astronomy and
(4) medicine. But what on the one hand enabled or facilitated, and what on
specialist and a layman from the same culture. The English and the Russian
the other impeded, the transmission of ideas varies with the field in
question — a simple point that has, | fear, too often been ignored. Thus the
circumstances in which a metallurgical technique may be transmitted are
quite different from those of the transmission of a religious belief or myth,
which differ in turn from those of u piece of astronomical lore, which differ
in turn from those ofa method of cure. fn particular the extent to which the
transmission must be mediated trough language differs. and so too does the
extent to which the transmission is effected between individuals who already
possess specialised knowledge. Thus there may be less formidable barriers to
communication between two specialists of different cultures. than between a
the Russian medical man, although in considering both these examples we
mathematician may well communicate more freely (even without knowing
each other’s natural language) than the English mathematician and the man
in the street: and the same may also be true, on occasion, of the English and
must be aware that the easy communication between modern specialists
reflects the standardisation of much specialist knowledge — while the question
of how far there was any such standardisation in the ancient world is, of
had arrived there as the result ofa long process of diffusion whether from the
course, one of our main problems,
After these preliminaries, let us consider each of the four main fields I have
identified in turn, and first, briefly, technology. No one seriously doubts, 1
imagine, that most of the basic techniques used in the Greek world in the
classical period in such areas as agriculture, metallurgy, textiles, even pottery,
Near East or elsewhere. | am thinking, For || example, of the use of the
plough, of that of the potter’s wheel and of the wheel for transpart, of the
main techniques of spinning and weaving, and of those of the extraction and
working of metals (hammering, melting, casting). In some cases, of course,
the hypothesis of independent development of the same or a similar
technique in different parts of the Near East and eastern Mediterranean basin
cannot be ruled out and may even be preferred. But that some diffusion took
place is agreed on all sides, even though how that diffusion took place is very
much a matter of guesswork: the fact that many craftsmen were itinerant
may be one factor, but we must set against that their usual extreme
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This takes me immediately to a far more fundamental third point. Since
— proved such a powerful tool of
structuralism has~ for all its excesses
interpretation in the study of myths, there has been a transformation in the
view taken by anthropologists on the question of the elements to be taken as
indirect influence, this will tend to weaken the claim of direct influence even
source of a Greek idea is sometimes represented not as an Egyptian,
Babylonian or Hittite myth itself, but some archetype from which all the
variant versions are derived; but that still involves plenty of conjecture,
indeed more than the thesis of direct influence.
Secondly, there is the problem of distinguishing fortuitous || from nonfortuitous parallelisms or similarities. Alongside Egyptian or Babylonian
material used to interpret Greek ideas, we often find cited Maori or
Scandinavian myths. Yet where the ‘parallelism’ is just as marked with a
Maori as with an Egyptian myth, such non-Near-Eastern material provides
the basis of a counter-argument to the thesis of direct influence, even though
this does not always seem to be recognised. If a particular idea or belief can
be ‘paralleled’ in a culture where it is impossible to postulate direct or
conjecture, as are modern suggestions of a similar kind. It is true that the
Milesian or other traders who did travel? That Miletus was especially active
both in trade and in founding colonies is well established. That Thales
travelled to Egypt ts possible. That Anaximander drew the first Greek map
is probable, though we do not know how far it was based on first-hand
experience. Yet when Plutarch and Simplicius, for instance, conjecture that
Thales was familiar with Egyptian myths, that is, of course, simply a
travelled in the Near East, and second what is he likely to have learned from
Hesiod), the idea that they were aware of Egyptian, Babylonian or Hittite
myths is - we must remember
— an assumption. W is one that has greater
or fess plausibility in different cases, depending on the answers to two
questions: first how good is the evidence that the philosopher himself
philosophers were familiar with their own, Greek, mythologists (such as
THE DEBT TO THE ANCIENT NEAR EAST
5-6]
[4-5
284
THE DEBT TO THE ANCIENT NEAR FAST
conservatism, at least to judge from the evidence from the historical period.
Philo, Hero of Alexandria and Vitruvius). On the other hand it iv fair to say
growth of philosophy and science, the answer must be only slightly so. The
idea that ancient natural philosophers were never interested in technology,
never concerned to apply their ideas to tame and exploit natural forces, has
been much exaggerated (one thinks not only of Archimedes, but of Ctesibius,
to date, within broad limits, the introduction of new technological devices,
such as the screw-press or the water-wheel.
Yet if we ask how important the development of technology was for the
sporadically, in the historical period, where we are sometimes in a position
The process stretches back to the third millennium at least, and continues,
for the relevance of mythical antecedents to the earliest Greek philosophy
has been argued forcefully by a serics of outstanding writers, notably
Frankfort (Before Philosophy), Cornford (From Religion to Philosophy and
Principium Sapientiae), Kirk and Raven, and M. L. West. Tt is particularly
striking that in Kirk and Raven’s handbook entitled The Presocratic
Phifosophers, the longest single chapter should be devoted to “the forerunners
of philosophical cosmogony”, i.e. myth. Yet the problems that any such
thesis Faces are formidable, and though some of these have been fully
recognised by its advocates, others (particularly some that stern from recent
anthropological studies of myths) have been rather neglected. À brief
summary of some of the general difficulties that the thesis must face is in
order before considering some particular case-histories.
First, while there is no problem in supposing that the earliest Greek
languages). Clearly these developments had an immense impact on the Greck
that the dominant motive in philosophy was understanding or wisdom, and
that the connections between science and technology were far less extensive
in the ancient world that they are today.
The period we must focus on is that from, say, the eighth to the sixth
century, the period leading up to the practice of the enterprise that we can
identify reasonably contidently as philosophy and science more or less as we
know them. Certainly two extremely important developments that may, on
a somewhat gencrous acceptance of the term, be called “technical” or
“technological” do occur in this period, namely the introduction of coinage
(diffused from Lydia. according to Herodotus) and that of the alphabet
(where the chief debt of the Grecks was to the West Semitic group of
had the sort of flexibility guaranteed by coinage. Yet even if both these
world, and so indirectly on everything that happened within tt. Yet it would
be hard to claim that either was directly responsible for bringing about the
development of philosophy and science. Literacy was, no doubt, essential for
the spread of philosophical and scientific inquiry. Equally we may suppose
that neither could have been produced except in a society whose economy
common to many other peoples in the ancient Near East where there was
factors (along with many others) may be necessary conditions for the
development of philosophy and science, neither can by itself (nor can they
jointly) be a sufficient condition. We have only to reflect that coinage was
of an alphabetic system of writing. Although there are certain exceptions,
no {| speculative thought of the type practised by the Greek philosophers,
and that thg same is true (though to a much more limited degrec) of the use
there is a striking overall Homogeneity in the level of technology throughout
the Near East and eastern Mediterranean basin in the period that concerns us.
In this area, the Greeks were undoubtedly chiefly beneficiaries, receivers
rather than givers. Yet that very homogencity suggests that the topic is only
of limited usefulness and relevance to our attempt to understand the growth
of distinctive modes of speculative thought.
Our second field of inquiry, religion and mythology, yields, or has been
thought to yield, much richer material for our debate. In recent years the case
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see in the particular myths that
THE DEBT TO THE ANCHENT NLAR EAS
286
The essential point is that
the basis of comparison in cross-cultural inquiries.
God, or the castration
it is no good taking individual motifs (such as the Sky
basis of the comparison
motif) and comparing these across cultures. The
for it is only within a
must be not the isolated motif. but the complex,
stood even within a
complex structure that any individual item can be under
the similarities between
single culture. But when we accept that principle,
far less impressive.
Greek and non-Greek mythologies begin to look
ved between the
Fourthly and finally à distinction must be obser
r, on the one hand.
transmission of mythical ideas from one culture to anothe
the other. When we are
and the influence of myth on philosophy on
successors, the question can
considering the Milesian philosophers and their
particular Presocralic
are thought to have influenced them? Why did any
the idea he derived from
choose the particular myth he did? How did he use
of the philosopher's
iv? This raises fundamental questions about the nature
Yet the distinction
activity. and of his entitlement to be called a philosopher.
be borne in mind in
in aim between a Hesiod and a Thales must always
beliefs.
evaluating their handling of. or response 10, mythical
— and | have, of
Now to apply these principles to some actual examples
then to Anaximander’s
course, to be highly selective — first to Thales’ water,
influenced by ancien!
postulating water as the origin of things Thales was
ing the suggestion that in
Boundless, and then to Heraclitus’ fire. In assess
g one half the sky
deep and Esharra. the “great
it is a primeval water goddess whom Marduk splits, makin
onian myth of Tiamat
Near Eastern myths, and in particular by the Babyl
mythical figures in their
and the Egyptian one of Nun, we mus! lirst sel those
Tiamat, as Kirk himself put
respective complex, and quite different. contexts,
(and the celestial waters) and one half Apsu the
ng takes place. we || have
abode’ or firmament of earth. But before this splitti
poem, Enumu Elish.
an account of the state of things at the beginning of the
not been named, firm
that runs as follows: ‘when on high the heaven had
naught but primordial Apsu.
ground below had not been called by name,
bore them all, their waters
their begetter, (And) Mummu-Tiamat. she who
u, who cannot as yet be
water; Tiamat, who represents the sea: and Mumm
on this: ‘the chaos
commingling as a single body...” Jacobsen commented
represents the sweet
consisted of three intermingled elements: Apsu, who
and female principles, a begetter and a bearer- and
of course neither the
and mist’. Even
identified with certainty but may represent cloud banks
we have no simple
accepting that interpretation of the text. it is obvious that
we already have male
story. Even if we have three different aspects of water,
Apsu and Tiamat, has
splitting of a Tiamat into two. nor the copulation of
rning Thales,
any analogue in our admittedly very limited information conce
is the primeval
In Egypt too the myth in question is a complex one. Nun
were before
water, but there are, as Wilson tells us, four pairs of gods ‘who
t (who becomes
the beginning’, that is not only Nun and his consort Naune
N]
also
Huh and
Hauhet,
Kuk and
THE DIR TO PHL ANCHNI NEAR LAST
but
KE
Kauket,
Amon the hidden - and Amaunet. The eight are. no doubt rightly,
the caunter-heaven),
Amun
seen as representatives of chaos or disorder, in contrast with the Nine,
Ennead, beginning with Atum, who represent order. But again we may note
Nun. It is not the case that what we have in Egypt and Babylonia are clear,
a certain complexity - and one must add that Atum himself was there in
r stories to that effect complicated merely by the addition of
— simple
wate
simple and unequivocal statements of the idea that everything came from
transparently non-essential embroidery. Tiamat and Nun are both parts of
complex and rich wholes: notably in both cases the motil of sexual
reproduction is there from the beginning.
So even if we assume, then, that Thales was acquainted with, and
impressed by, those Near Eastern myths, we must remark that he has
simplified them, and we may legitimately ask not only (1) why he did so, but
also (2) why he selected these myths from among quite a wide range of
creation stories current in both Egypt and Babylon (they include other
led back, then, to the question of what Thales’ aims were — or rather, in the
examples of the idea that things are created by their being named). We are
state of our evidence, what they could conceivably have been. Clearly his aim
was not to produce vet another wiv. IF we accept Aristotle's account at all.
it was water, ÜBwp. that Thales spoke about, and not. for example, a figure
such as Oceanos who already had an established place in Greek mythology even though Aristotle does mention the possibility that Thales was impressed
by the idea that Ocean was the father of gods. Aristotle, let us recall, does
not claim to know why Thales chose water, starting his comments on this
question with the words "perhaps he [Thales] got the idea from...°, but in
those | comments Aristotle begins by canvassing a variely of naturalistic
factors. the observation that food is moist, that water is essential for life and
so on. Although so much remains obscure, one thing does seem clear if we
are to say anything about Thales’ cosmogony al all, and that is that he was
not simply imitating any myth. whether Greek or non-Greek. At the very
most he was selecting and critically evaluating mythical ideas, and Aristotle
at least would represent him (conjecturally) as having been influenced by
that he was impressed by stories involving Tiamat and
naturalistic considerations above all. Now it may be that Thales was also
influenced by myth
Nun. That is a positive contribution to the stock of conjectures about the
background to his work. Yet (1) we must be clear that there is no compelling
necessity Lo say even that much, and (2) nor should we underestimate the gap
that would still remain between Thales and any Egyptian or Babylonian — or
Greek — mythologist.
Anaximander’s Boundless. my second example, is from one point of view
a more complex problem (the evidence is richer, though still sparse enough)
but from another - from the point of view that concerns us here in discussing
Greek debts to the Near East - a simpler one. Cornford’s argument was that
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there is important common ground between Anaximander’s cosmology and
9
ro]
THE DEBT TO THE ANCI
T
NEAR LAST
from the ninth century A.D. Now first of all, aif these works „re 2 2°
::
obscure: Zaehner, one of the principal specialists, does na: 2:24 ….
ambiguity of the Pahlavi script nor the corruption of the texts and Ze 5:
the Denkart that it is written in an abbreviated ‘note’ style compare: -
which the Metaphysics of Aristotle is plain sailing. Secondly. when.»
Zoroastrianism, at any rate in his central doctrines, and that ..
that much of the material they contain is older than the ninth cent... :
much older and which material are largely a matter of pure spec...”
.
Zachner believes that they contain material going back to the ©
establishedin the fourth century A.D. under Shapur Il, but thereis si... © 77:
The 2:7:
years separating that orthodoxy from original Zoroastrianism,
contamination possible can be illustrated by the fact that the Denese +: =
directly to ‘Roman philosophers’- that is Greek philosophers °° -:
— and even at onc point mentions Ptolemy's * - _Byzantine Empire
When we turn to the earliest direct textual evidence, in the Aves
(again highly obscure at key points) the similarities with Heraci::.: …: …
more tenuous and relate primarily to certain religious practices 22-75. 2:
with fire. Even here caution is needed: it is well known that Hers: cl
contemptuous of many ofthe Greek religious practices of his day. :72 72
is some admittedly not conclusive evidence (in our source far Fr. 72. >
actually included the Magoiin his criticisms, along with Bacchaz:nl
who participated in the mysteries. Secondly there is. nom:
overriding objection to seeing Heraclitus as seriously under the ne EE
the interaction or reuniting of those opposites (where the mention of eros in
Hesiod’s Theogony: both assume a primal undifferentiated Unity (the
Boundless, in one case, chaos in Theogony 116): both then proceed to
describe a first separation of opposites of some kind; and both then treat of
Theogony 120 may be compared with that of the yovınov in pseudo-Plutarch’s
account of Anaximander’s cosmogony). The possibility of Hesiod incorporating, into the Theogony, mythical ideas from non-Greek sources has
been mentioned before. What is probably the closest parallelism that can be
cited between complexes of mythical elements in Greek and non-Greek
sources is that between the story of the succession of Ouranos, Kronos and
Zeus in Hesiod and the Hittite epic of Kumarbi (where Kirk notes the
following similarities: the succession of sky-god, father of the gods, storm
god; the emasculation of the sky-god: and the impregnation of the earth by
the rejected member - though there are, to be sure, as Kirk also went on to
note, differences between the two myths as well). Yet what we are concerned
with here is not the debt of Greek vith to the Near East, but with that of
Greek philosophy and science. In this case Anaximander’s debt (such as it
was) was to Hesiod and not (except indirectly) to such parallels as can be
found for Hesiod’s chaos in non-Greek material. Limited as our evidence is,
T would argue that Anaximander’s enterprise is quite different from Hesiod’s.
In addition to whatever may have impressed him in the Theogony,
of all things, how can you account for the production of ils opposite, fire?
Conversely, if it were fire from which all things originate, how could water
that it may have occurred to Anaximander that [| Thales’ account (and
others like it) was open to an obvious objection. FF you say water is the origin
original undifferentiated mass, one that stems from reflection on his
predecessor’s suggestion of water. It appears from Aristotle and Simplicius
opposites. This is exemplified not only in physical phenomena the Loic
wet, summer, winter) and in social and moral phenomena (war. Dez: … .
evil, pleasant, painful) but also, for instance, in the opposition 9274227 …
we call a thing and what it is. By the use of paradox. especialls. - EN
use of paradox to stimulate reflection on the interdependence
wish). Yet the question that must be put is: how important are Zim ©
understanding of Heraclitus us a philosopher? Here the key factors: ©
What does this mean? Once again, we cannot and should no!72:
possibility of eastern influences on Heraclitus (Iranian. even Inc.::
essential contrast between the dualism of the latter (Ohrmazd anc 29.
are opposed || implacably)and Heraclitus’ doctrine of the write ©: 7
7. 2
7:
.
come to be? The original state of things (one might well conclude on this
attention beneath the surface of appearances to an underlying rez:
…
argument) must be undifferentiated. But leaving aside that point - which
may be (and in my view is) more important for our understanding of
- the relevance of Near
Anaximander than the comparison with Hesiod
Eastern mythology in this case is al mosr indirect. Their motifs have been
On the difficult and controversial problem of the relation Devs ri" ©
loves to hide) which can, however, only be expressedin the very 225.2 ©
>
inadequacies of which he reveals, It is this, above all. that mars:
=:
contribution as a philosopher. When we consider him as such. az:
=
of his examples are not original, his generalisation of the nc:
interdependence of opposites surely is.
-
mediated ( least) by Hesiod — who himself provides insight more into the
-
Anaximander probably has quite another kind of reason for postulating an
|
background to Anaximander’s ideas, than to his activity gua philosopher.
My third example is Heraclitus, where it has been suggested, most recently
in a book by M. L. West, that Heraclitus’ thought shows extensive Indo{ranian influences. The first problem here is the nature of our evidence for
Iranian or Persian religion, or of those aspects of it (such as the importance
and philosophy my argument, then, is this. Whatever parlicu.e: 27:
ideas it may take over from myth (and I would not deny that such < 22> -as the immortality of the soul comes into philosophy fram = 2.
of fire, the conception of the interchange of elements) that are brought into
relation with Heraclitus. Some points are known from Greek sources, but the
main texts that West cites are the three Pahlavi books, the Bundahism (book
of creation), the Datastan-i-Denik, and Denkart, which all themselves date
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occasional signs of the possible influence of sexagesimal arithmetic in Greek
culture, in. for example, the division of the talent into 60 minae (already in
back to Herodotus, geometrië arose in response to the purely practical
general) originated in Egypt because the priestly class there enjoyed the
feisure essential for theoretical pursuits. In the other, the version that goes
version we find in Aristotle, geometry (or rather the mathematical arts in
provide the two star cases of studies which the Greeks themselves said were
developed by their Near Eastern neighbours and which they said they learned
from them. There, were, in fact, two competing ideas current in Greece about
the origin of geometry, in both of which it is located in Egypt. In one, the
But what about geometry? Et is after all geometry and astronomy that
period the Greeks did learn anything of importance from this source in this
field. The superiority of Babylonian arithmetical manipulations to what we
find in Greece is evidence against extensive influence in this area.
quadratic equations. Yet there is no solid evidence that before the Hellenistic
developments. Now the Greeks of the sixth or filth centuries certainly could
have learnt a great deal from Babylonian logistikë. Already in the second
millennium B.C. the Babylonians showed considerable mastery in a whole
range of arithmetical and algebraic techniques. for example in the solving of
Babylonian and || Greek /ogistiké were, at least in part, three independent
or single aliquot parts (ie. the numerator was always one: thus 0.4 was
treated not as 2, but as +), and a similar tendency is found also in Greek
numeralion. Yet again there are differences. One of the two main systems of
numbering in Greece (and the one that eventually predominated) was based
on the alphabet, and given the presence of the digamma for 6 and of
Phoenician signs for go and goo, it has been argued that this system must
have been introduced a fair while before the first actual extant evidence for
the use of such symbols on Greek inscriptions in the mid-fifth century B.C.
Yet although the Greek alphabet itself is an adaptation (through intermediaries) from Phoenicia, the application of letters to numbers ts
distinctively Greek. That does nat prove Greek autonomy, bul it suggests a
certain measure ofindependence: it tends to support the thesis that Egyptian,
Yet so far as Greek arithmetic (dogistiké) itself goes, an Egyptian influence
looks more promising. Like the Greek, the Egyptian system was a decimal
the Mycenaean period).
based on the place-value principle, was enormously influential in astronomy,
to which I shall be turning later. But outside astronomy too we may remark
philosophy is a distinctive enterprise, marked out by, and indeed defined in
terms of. its own aims and methods. Unlike the person inventing or
recounting a myth, the philosopher offers an account that, implicitly or
explicitly, claims to be true according to criteria that are subject to scrutiny.
His theses are arrived at, and supported or defended, by reasoned arguments
one. In it fractions (with the exception of à) were all treated as submultiples
and (where appropriate) appeals to evidence. That may scem an excessively
charitable view of Presocratic philosophy, much of which seems, after all,
highly dogmatic. Nevertheless it can, I believe, be justified, certainly from
Parmenides onwards, and if my and the usual interpretation of Anaximander
is correct, then also earlier still, from him, if not from Thales himself. The
adaptation of the theses and ideas from Greek and non-Greck myths and
religion should (let me repeat the point yet again) certainly „of be ruled out.
But what Greek philosophy took over from such sources, it generally recast
in a new, dialectical, framework. Let me give a final illustration from a later
period where our evidence is more reliable. It is clear from the Politicus (for
example) that Plato did know something of Zoroastrian dualism, the idea of
two opposed cosmic forces, one good and the other evil, It so happens that
Plato rejects this doctrine, though there was nothing that ruled out his
accepting it and something like it may, in fact, have been maintained by
Empedocles, although whether he knew of Zoroastrianism is more doubtful.
Yet the point is that as philosophers both Empedacles and Plato were
committed to explain, defend and give arguments for || such theses as they
advanced. Even Empedocles did so. telling us what is meant by Love and
attempting to justify the claim that it is at work in the cosmos as a whole in
Fr. 17. More clearly still, Plato does not merely assert his own position as
against alternative views, but provides detailed metaphysical and epistemological arguments to support it and to refute those of his opponents, not
only in the Politicus, but also in the Republic and Timaeus and most notably
myth and to identify the debts of the one to the other (whether to Near
of all in the tenth book of the Laws.
If my point about the distinctiveness of the philosophical enterprise is
accepted, then attempts to make direct comparisons between philosophy and
Eastern or to Greek myths) must be subject to that all-important reservation.
But we can now turn to subjects where Near Eastern and Greek work can,
on the face of it, be compared directly, and first to mathematics and
astronomy: ] say “on the face of it’, since again certain differences of aim will
emerge. In these arcas, particularly in astronomy, tremendous progress has
work, and we are now in a far better position than we used Lo be to assess
been made, in recent years, in studying both ancient Near Eastern and Greek
of it from the Egyptians.
problems of land measurement - as the etymology of the Greek term
suggested. It was from the necd to measure the land before and after the Nile
flooding that the study arose, the Greeks thereafter deriving their knowledge
the possibilities of influence in fairly precise terms, though this can, of course,
be no more than a rapid survey.
Take first arithmetic, where we must begin by noting the heterogeneity of
practical exercises bulk large. One example after another deals with practical
In what remains of Egyptian geometry, as of Egyptian arithmetic,
the systems ofnotation developed in the ancient world. The Babylonians had
both a decimal and a far more important sexagesimal system: the latter,
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problems such as measuring areas or volumes: very important if you have to
calculate the number of bricks you will need for a pyramid, This does not by
itself rule out a theoretical interest as well, to be sure. Yet what was lacking.
from both Egyptian and Babylonian geometry, sofar as we can tell, was the
notion of geometrical proof. An illustration may make this clearer. The truth
traditional ‘windmill’ proof that figures in Euclid, Elements 1 47 (which is
of what we know as Pythagoras’ theorem was undoubtedly known and used
at a very early stage. On one cuneiform tablet from Babylonia dating from
around 1600 gc. there are fifteen rows of ‘Pythagorean triplets’, that is
numbers (like 3, 4, 5) in which the squares of the first and the second equal
the square of the third. Yet what is missing is evidence of any attempt to
prove Pythagoras’ theorem geometrically. Of course it can be proved, and
was in fact proved by the Grecks. in a variety of other ways besides the
rather unlikely to have been the original method of demonstration). But what
at all, is to proceed deductively from certain
any proof must do, to be a proof
premises to the required conclusion, and it is this conception ofa geometrical
demonstration that is, so far as we know, lacking from Egyptian and
Babylonian, but highly developed in || Greek, geometry. There is no need to
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CUT DIRT TO LHE ANCIENT NEAR EAST
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know of Egyptian astronomy. The extant direct evidence does not support
the idea that the Egyptians carried out detailed observations of, for example.
planetary positions before the Hellenistic period. Either that is simply due to
the fragmentary nature of our extant evidence, or what the Grecks were
speaking of are not original Egyptian observations so much as Egyptian
knowledge of Babylonian work. Be that as it may, the chief lesson the Greeks
could have learnt (and that Greek astronomers eventually did learn) from
the conventional 365-day year is the system that late Greek astronomers such
Egypt in this field was the value of the Egyptian solar calendar of 365 days
and its superiority to their own chaotic lunisolar civil calendars. But although
as Ptolemy used, it would be a rash person who would date its introduction
into Greek astronomy before (say) Hipparchus in the second century B.C.
Meanwhile the Grecks persisted in their use of the various, confused, nonstandardised civil calendars, even though from about 430 B.c. onwards (after
the work of Meton and Euctemon) the length of the solar year had been
;
determined fairly accurately. {|
But astronomical observation was. of course, much more the forte of the
Babylonians, and extant cunciform tablets dating [rom the second
millennium B.c. show that the range of phenomena they were interested in
have been considerable. But Herodotus’ thesis is, by and large. endorsed by
doubt that the influence of Egyptian and Babylonian geometrical knowledge
(that is the propositions known by them lo be true) on the Greeks may well
was extensive. They include eclipse data and records of the appearances and
disappearances of planets. In part, these periodic tables are based not on
direct observation, but on computation, that is extrapolation from the data.
eclipses visible at a particular point on the earth's surface (though they could
Greek or Babylonian, in the ancient world in a position to predict solar
premature — for two main reasons. First, at no stage was anyone, whether
have predicted an eclipse of the sun (in 585) to within a year - where many
modern commentators have supposed that his achievement must have been
based on Babylonian eclipse records. Yet that conclusion is, to say the least,
Part, at least of the answer to the second question can be gained from
looking, once again, al late Greek astronomy, particularly Ptolemy. Ptolemy.
and (2) what relevance did they have to Greck astronomy?
did knowledge of these Babylonian tables permeate into the Greek world,
did, nevertheless. take place. But the questions we have to ask are (1) when
For our purpose. however, il is enough to note that extended observations
who uses a sexagesimal system of division of degrees into minutes and
seconds which is undoubtedly derived from the Babylonians, is able to cite
eclipse and planetary data going back to the eighth century B.c, He takes the
first year in the reign of Nabonassar, i.e. 747 B.C.. as epoch, and uses several
cighth- and seventh-century eclipses. It is also clear from Ptolemy that the use
of Nabonassar 1 as epoch and that of Babylonian eclipse records go back to
Hipparchus in the second century B.c. But if by his time Babylonian
observations clearly provided important material for Greek theoretical
astronomy, how much earlier than Hipparchus did this begin? Here we must
confront the thorny problem of Thales, who is reported by Herodotus to
the extant evidence. There appears to be a fundamental distinction between
the general aims of Egyptian and Babylonian geometry on the one hand, and
those of Greek geometry on the other, in the concentration, in the latter, on
demonstration. The development of geometrical proof begins some time in
the fifth century, and rapid progress is made towards the full axiomatisation
of geometry into a deductive system in the fourth leading up to Euclid’s
Elements around 300 B.c. But this, in the current state of our knowledge,
must be said to be a purely Greek development.
The story we have to tell in astronomy is similar, though more complex.
Herodotus tells us, for example, that the polos and the gnomon, the simple
sighting instruments used in Greck astronomy, were introduced into Greece
from Babylonia. The author of the Epinomis (who may or may not be Plato)
says that the first to observe the planets was a barbarian and reference is
made to the peculiarly favourable atmospheric conditions for astronomical
observation in Egypt and Syria. Much more clearly Aristotle mentions
astronomical observations carried out by the Egyptians and Babylonians
‘who have watched the stars from the remotest past and to whom we owe
many incontrovertible facts about each of them’.
These testimonies establish that already in the fourth century BC. the
Greeks spoke freely of the useful astronomical knowledge that they had
derived from the Egyptians and Babylonians, but the question we must ask
is precisely what knowledge and from whom. The references to the Egyptians
(in the Epinomis and Aristotle) are odd, since they hardly tally with what we
Page 9
View in PDF(opens in a new window)say when an eclipse was ruled out and when it was not). Secondly Herodotus
says merely that Thales forctold the eclipse to within a vear (a qualification
often omitted by later doxographers in their wish to represent Thales as a
marvel). It looks as if the most we should attribute to him is some knowledge
of the regularity of eclipses. Morcover if he had access to Babylonian eclipse
data it is very strange that no other Greek astonomer made any use of them
down to the fourth century.
[tis there, in fact, in a study of the evidence for the fourth century, the time
of Eudoxus and Aristotle, that our best hope of answering our question lies.
Eudoxus, who was responsible for the first fairly detailed mathematical
models of the movements of the sun, moon and planets, may well have
derived his figures for the zodiacal and synodic periods from the Babylonians.
Yet it is nowadays thought unlikely that he had access to detailed records
concerning the retrograde ares of the planets — or that he had himself carried
out detailed observations of these. Simplicius suggests that || records of
Babylonian observations only began to reach Greece in considerable
quantities after the conquests of Alexander. But that is not the main
argument. Eudoxus’ model simply fails to take account of the differences in
the length and shape of the retrograde ares, from which we may conclude
that cither Eudoxus was not aware of these or he chose to ignore them in his
model. The evidence in Aristotle tends to confirm that the Greeks were in
general satisfied with rather imprecise astronomical observations in the
fourth century. First he has no precise dating system (and never dates an
observation more exactly than to the archon year). Secondly he had no
system of locating an event or object in the heavens with precision — no
system of celestial coordinates, whether polar or ecliptic. Though Aristotle is,
as I noted, evidence that some knowledge of Babylonian astronomical
observations extending over i long period had begun to penetrate into the
Greck world. we may have valid doubts both about the extent of that
penetration and about the use the Greeks would have put the data to in the
fourth century B.C.
‘The use the Greeks would have put the data to’ raises, however, another
and more fundamental problem, that of the aims of the two traditions of
astronomy, Greek and Babylonian. As | have said, we find detailed periodic
tables relating to a variety of celestial phenomena dating back to the second
millennium B.C. in Babylonia. But though we can be confident that the
practice of observation began at an carly period, if we ask how far those early
Babylonian observers were concerned with astronomical theory, that is with
geometrical models, the answer is very different. We have little or no evidence
of any Babylonian attempts to construct mathematical models of the
heavenly bodies until the Seleucid period. Early Babylonian astronomy, to
put it briefly, was not geometrical or theoretical astronomy, as that term was
understood by the Greeks, at all, but computational. From their periodic
tables certain phenomena could be predicted (much in the way that high and
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THE DEBT TO THE ANCIENT NEAR EAST
298
low tides can be predicted from periodic tables without any theory of the
causes of tides). But what we lack is evidence of any interest in the question
of explaining the movements of the planets, moon and sun in terms of a
mathematical model, that is as the resultant of a combination of
mathematically determined figures.
What then should our conclusions be, so far as the influence of Babylonian
on Greek astronomy gocs? First there is no need to doubt Herodotus’
statement that sighting instruments were introduced into Greece from
Babylonia. We can add that some Greek constellation configurations and the
zodiac itself may have been influenced by Babylonian conceptions. Again
there is no need ‘to doubt that some knowledge of the results of Babylonian
observational astronomy had begun to penctrate the Greek world before the
end of the fourth century. The possibility that Eudoxus drew on those results
is there, though the extent to || which he did so should not be exaggerated.
Yet the chief point is this: the debt of Greek astronomy to Babylonian is in
the material on which to construct theories, not in the theories themselves or
in the idea of the possibilities of such theories.
I turn finally to the last of the four areas I selected for discussion, namely
medicine. Here too. as in astronomy, work has been undertaken recently that
helps to define and delimit the possibilities of influence much more narrowly
than before. In this case it is Egypt, not Babylonia, that is important.
Babylonian medicine was, to judge from the extant remains, much more
straightforwardly magical than Egyptian. So far as Egypt itself
is concerned.
we have a range of medical papyri dating from the second and first millennia
B.C. which present an interestingly complex picture from which it is clear that
Egyptian medicine was far from being just a matter of magical prayers and
rituals combined with some simple empirical treatments. The famous Edwin
Smith papyrus (dating from about 1600 B.C. but incorporating material from
a much earlier period) is remarkable for two reasons, especially. (1) it is
almost (though not quite) free from references to charms and the like. and
(2) it contains a systematic and quite full description ofa number of surgical
cases. When we turn to the Greeks
— of a far later period, to be sure we
must first emphasise the heterogeneity of what we have to call “Greek
medicine”. Apart from folk-medicine, there was a strong strain of religious or
“temple” medicine. connected with a variety of gods and heroes thought of
as healers. and especially, from the fifth century on, with Asclepius, Then too
there was what we may call theoretical or rational medicine, and this in turn
was itself highly heterogeneous. From as early as the sixth century B.C. we
find a bewildering variety of theories put forward by different medical writers
on such questions as the causes of diseases and their cures. The diversity of
theories contained in the Hippocratic Corpus is very great, and we can
confirm from the history of medicine in the Anonymus Londinensis papyrus
that many other theories were produced by the Greeks in the fifth and fourth
centuries,
Page 10
View in PDF(opens in a new window)Of these main overlapping strands in ‘Greek medicine’ it is the Hippocratic
the body. The second respect is in the particular importance attached to
writers that concern us most from the point of view of the development of
Greek science, and it has recently been suggested (hat many of the treatises
that have been associated with Cnidos especially may have been directly
influenced by Egyptian medicine in two main respects. The first is in the
presentation or description of discase in a systematic form, in which the title
of the disease comes first, followed by an examination or description and
diagnosis, followed by notes on therapy, and in which diseases are dealt with
in sequence “a capite ad calcem’, starting from the head and working down
not necessarily tell for direct influence, since (1) the fit is not exact (between
‘residues’ in the body as pathogenic substances. Now in neither case can
we || be certain of such a direct influence. The interpretation of the Egyptian
term for ‘residue’ is disputed. The systematic presentation of diseases does
with the more impressive results obtained in, for example, astronomy. Yet
the Edwin Smith papyrus, for example, and the Hippocratic works in
question} and (2) the sequence ‘a capite ad calcem” might be one that any
doctor might arrive at independently as soon as he saw the need to introduce
some organisation into the account of diseases.
Nevertheless although the hypothesis of direct influence may be said to be
‘not proven’, a useful general lesson can be learned from the comparison
between Greek and Egyptian medicine. The importance of medicine in the
early development of science has often been underestimated in comparison
includes, in such works as On the Sacred Disease, direct and explicit attacks
medicine was one of the chief battlefields on which the attempt to distinguish
the “rational” and the *magical* was fought. Here too — as we have found so
often elsewhere in our inquiry - there is an important distinction between the
Greeks and their Near Eastern predecessors, in that Greek medical literature
| said, a Greek phenomenon. But the Egyptian evidence shows very clearly
on the use of magical practices and beliefs. But if shat cannot be paralleled
in Egypt, the concentration on direct observables (on empirical factors) in
the Edwin Smith paprus is suggestive. In folk medicine, and primitive
medicine in the twentieth century, what we distinguish as ‘empirical’ and
‘magical’ beliefs and practices often coexist — without any clear distinction
being drawn between them. But their very coexistence can provide occasions
for reflection on their different status. Explicit attacks on ‘magic’ as such are,
how even before ‘magic’ as such became an issue — as it did in Greece ~ the
emphasis, in practice, can be very strongly on the empirical end in the
empirical-magical spectrum.
IfI may claim your indulgence for a few minutes longer, I should like to
try Lo draw some of the threads of my argument together. If we look at the
eastern Mediterranean world after the conquests of Alexander, the situation — thanks largely to those conquests - was one where the communication
and exchange of ideas were coniparatively casy. Many of the barriers between
17 18]
THE DEBT FO LHE ANCIENT NEAR EAST
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Greeks and non-Greeks, and among different non-Greeks, began lo be
eroded, even if they were lar from being removed entirely, There is a
symbolic significance in the fact that Alexandria itself. one of the main
activity from the third century B.C. on, Was a
centres of Greek scientific
Greek foundation in Egypt, although, to be sure, one should guard against
attaching toe much importance to that fact. The idea that Herophilus and
Erasistratus learned how to dissect from Egyptian mummifiers is just one
gross cxaggeration among many perpelrated by those who under-estimate
the gulf that still existed between the Greek community || in Alexandria and
the indigenous Egyptian population. Yet in astronomy, by the time of
Hipparchus, the results of Babylonian observational work were available to
the Greeks, and the importance of that confluence of two traditions would
be hard to exaggcrate.
But before the Hellenistic period, if we go back ta the sixth or fifth
centuries B.C., the situation is a complex one. There was undoubtedly some
exchange of ideas, some interpenctration, between the three main cultures.
Yet there are also important differences between them, plenty of signs of
independent developments in such matters as writing and numerical notation,
Babylonian skill in handling quadratic equations appears to hive been
on occasion positive barriers to, or failures of, communication (as when
confined to Babylonia).
what we rightly call Babylonian astronomy, Egyptian medicine and so on,
The problem I began with was that of the origins of philosophy and
science, One can argue, | think one must argue, that philosophical inquiry
was a distinctive Greek invention. Philosophy took over many ideas, beliefs
and attitudes from both religion and mythology, and both Greek and nonGreek religion and myths are involved. Yet in so far as the philosopher is
committed to justifying his position with argument and evidence, his aims
and methods are different from those of either the priest or the prophet or
the mythologist. If we should recognise the debt of Greek philosophy to the
cosmological ideas implicit in Greek and non-Greek religion and myths, we
must also recognise the fundamental difference between the aims of
philosophy and those of mythology.
In science, as I said, a far more direct comparison is possible between
Greek und pre-Greek contributions. Here it is not a matter of trying to
compare Greek philosophy with Near Eastern mythology, but of comparing
with their Greek counterparts. Herc too there are (I argued) certain
differences in the aims, in the questions asked, and in the methods used to
resolve them or justify the answers, between Greek and pre-Greek inquiries.
Yet the nature of the transition — and the nature of the debt differ from one
field to another. If the Greeks were (as they appear to have been) the first to
develop the notion of geometrical demonstration, to seck astronomical
models to explain the movements of the heavenly bodies, to distinguish
explicitly between what they called magic and what they called the ‘art’ of
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View in PDF(opens in a new window)truths, to undertake sustained observations of the stars, to attempt to record
medicine, they were, of course, not the first to discover many geometrical
the symptoms of discases. Here it is loo casy arbitrarily to decide on one
simple criterion that can be used to mark out “science” from ‘non-science’.
Although sometimes the distinctive conceptual breakthrough (the realisation
of a problem, the asking of a newikind of question) is the important factor,
in other cases one must accept a certain gradualism in the emergence of the
science. The challenge of the subject I have been discussing is || to do justice
to those complexities. We are still in the dark on many problems, and we can
expect to know more as time goes on and research continues, But as for some
aspects of the question as they appear to one observer today, I have tried to
put the issues before you, and I hope that. ancient as the debate is, you will
agree to its continuing interest.
AND PROBLEMS
GREEL SCNTNACE
VAL WETAGDS