History of the inductive sciences, from the earliest to the present timeWhewell, William
History
History of the inductive sciences, from the earliest to the present time
Whewell, William
Science -- History
The relations of space were dealt with in like manner, the
Geometrical properties being associated with such physical and
metaphysical notions as vague thought and lively feeling could
anyhow connect with them. We may consider, as an example of
this,[51\4] Plato's opinion {218} concerning the particles of the
four elements. He gave to each kind of particle one of the five
regular solids, about which the geometrical speculations of himself
and his pupils had been employed. The particles of fire were
pyramids, because they are sharp, and tend upwards; those of earth
are cubes, because they are stable, and fill space; the particles of
air are octahedral, as most nearly resembling those of fire; those
of water are the icositetrahedron, as most nearly spherical. The
dodecahedron is the figure of the element of the heavens, and shows
its influence in other things, as in the twelve signs of the zodiac.
In such examples we see how loosely space and number are combined or
confounded by these mystical visionaries.
[Note 51\4: Stanley, _Hist. Phil._]
These numerical dreams of ancient philosophers have been imitated by
modern writers; for instance, by Peter Bungo and Kircher, who have
written De Mysteriis Numerorum. Bungo treats of the mystical
properties of each of the numbers in order, at great length. And
such speculations have influenced astronomical theories. In the
first edition of the Alphonsine Tables,[52\4] the precession was
represented by making the first point of Aries move, in a period of
7000 years, through a circle of which the radius was 18 degrees,
while the circle moved round the ecliptic in 49,000 years; and these
numbers, 7000 and 49,000, were chosen probably by Jewish
calculators, or with reference to Jewish Sabbatarian notions.
[Note 52\4: Montucla, i. 511.]
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