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1 The Birth of Science - MSRI

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270 10. Lost <strong>Science</strong><br />

have cropped up more than once. <strong>The</strong>refore it seems likely that Dionysius’<br />

statement is taken from Posidonius, who might have had in mind<br />

(given among other things his astronomical interests) the same dynamical<br />

analogy between the earth and a sling that Plutarch brings up. 133<br />

Strabo, in the Geography, is clearly referring to the whole earth when page 336<br />

he makes the ground assumption (“hypothesis”) that the ge is spheroidal<br />

(¦). 134 This term is usually interpreted to mean “exactly like a<br />

sphere”. Thus H. L. Jones, who adds for good measure: “<strong>The</strong> spheroidicity<br />

[non-sphericalness] <strong>of</strong> the earth was apparently not suspected until<br />

the seventeenth century.” 135 Strabo’s use <strong>of</strong> the term can certainly bear<br />

that interpretation. But Strabo says he borrows his ground assumptions<br />

from the scientific treatises on the subject; therefore one cannot exclude<br />

the possibility that the word here has its (Hellenistic!) scientific sense, now<br />

generally borne by the expression “ellipsoid <strong>of</strong> revolution”. 136 <strong>The</strong> suspicion<br />

that Strabo’s sources declared the earth to be ellipsoidal finds some<br />

support in a passage <strong>of</strong> Diodorus Siculus about the genesis <strong>of</strong> our world,<br />

to the effect that the early earth, still fluid, was shaped by gravity and its<br />

own continual rotation. 137<br />

Diogenes Laertius reports that “the Stoics” gave not only the earth but<br />

also heavenly bodies a spheroidal shape. 138 Elsewhere he talks <strong>of</strong> heavenly<br />

bodies being spheroidal in certain cases and ovoidal in others, 139 saying<br />

this was the Epicurean belief. Aetius attributes to Cleanthes the opinion<br />

that heavenly bodies have a conoidal shape. 140 <strong>The</strong> introduction in a technical<br />

sense <strong>of</strong> terms that were previously in common use must perforce<br />

have led to confusion after the notion <strong>of</strong> linguistic conventionalism was<br />

lost. 141<br />

<strong>The</strong> ellipsoidal shape <strong>of</strong> the earth was “suspected” in the seventeenth<br />

century, as Jones says. Remarkably, this suspicion predates any measure-<br />

133 See quotation and discussion starting on page 245. An echo <strong>of</strong> the original meaning may perhaps<br />

still be seen in Dionysius’ verses: he writes that the (earth or land) is <br />

¦ (Dionysius Periegetes, Oikoumenes periegesis, v. 6–7 =<br />

[GGM], vol. II, pp. 104–105).<br />

134 Strabo, Geography, I, i, 20, and again at II, v, 5.<br />

135<br />

[Strabo/Jones], vol. 1, p. 40, note 2.<br />

136<br />

See the Archimedes quotation on page 156 and note 28a immediately thereafter.<br />

137<br />

Diodorus Siculus, Bibliotheca historica, I, vii, 2. Note that when Archimedes proves in the first<br />

book <strong>of</strong> On floating bodies that the spherical shape <strong>of</strong> the oceans follows from gravity, he specifies<br />

that this is true “in rest conditions”.<br />

138<br />

Diogenes Laertius, Vitae philosophorum, VII, 145.<br />

139<br />

Diogenes Laertius, Vitae philosophorum, X, 74.<br />

140<br />

[DG], 344, 2.<br />

141<br />

Thus in the passage just cited, as in others such as [DG], 312b, 22–23 and 329a, 1–2, the doxographer’s<br />

statements that certain authors gave objects a conical or conoidal shape might have arisen<br />

from a misunderstanding <strong>of</strong> references to conics.<br />

Revision: 1.11 Date: 2003/01/06 02:20:46<br />

page 337

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