A Budget of Paradoxes, Volume IIDe Morgan, Augustus
Philosophy
A Budget of Paradoxes, Volume II
De Morgan, Augustus
Circle-squaring; Perpetual motion; Science -- Miscellanea; Trisection of angle
(P. 592.) "Joanna Southcott[109] is not very gallantly treated by the
gentlemen of the Press, who, we believe, without knowing anything about
her, merely pick up their idea of her character from the rabble. We once
entertained the same rabble idea of her; but having read her works--for we
really have read them--we now regard her with great respect. However, there
is a great abundance of chaff and straw to her grain; but the grain is
good, and as we do not eat either the chaff or straw if we can avoid it,
nor even the raw grain, but thrash it and winnow it, and grind it and bake
it, we find it, after undergoing this process, not only very palatable, but
a special dainty of its kind. But the husk is an insurmountable obstacle to
those learned and educated gentlemen who judge of books entirely by the
style and the grammar, or those who eat grain as it grows, like the cattle.
Such men would reject all prological revelation; for there never was and
probably never will be a revelation by voice and vision communicated in
classical manner. It would be an invasion of the rights and prerogatives of
Humanity, and as contrary to the Divine and Established order of mundane
government, as a field of quartern loaves or hot French rolls."
Mr. Smith's book is spiritualism from beginning to end; and my anonymous
gainsayer, honest of course, is either ignorant of the work he thinks he
has read, or has a most remarkable development of the organ of
imperception.]
A CONDENSED HISTORY OF MATHEMATICS.
I cut the following from a Sunday paper in 1849:
"X. Y.--The Chaldeans began the mathematics, in which the Egyptians
excelled. Then crossing the sea, by means {59} of Thales,[110] the
Milesian, they came into Greece, where they were improved very much by
Pythagoras,[111] Anaxagoras,[112] and Anopides[113] of Chios. These were
followed by Briso,[114] Antipho, [two circle-squarers; where is Euclid?]
and Hippocrates,[115] but the excellence of the algebraic art was begun by
Geber,[116] an Arabian astronomer, and was carried on by Cardanus,[117]
Tartaglia,[118] Clavius,[119], Stevinus,[120] Ghetaldus,[121]
Herig_e_nius,[122] Fran. Van Schooten [meaning Francis Van Schooten[123]],
Florida de Beau_m_e,[124] etc."
Bryso was a mistaken man. Antipho had the disadvantage of being in advance
of his age. He had the notion of which the modern geometry has made so
much, that of {60} a circle being the polygon of an infinitely great number
of sides. He could make no use of it, but the notion itself made him a
sophist in the eyes of Aristotle, Eutocius,[125] etc. Geber, an Arab
astronomer, and a reputed conjurer in Europe, seems to have given his name
to unintelligible language in the word _gibberish_. At one time _algebra_
was traced to him; but very absurdly, though I have heard it suggested that
_algebra_ and _gibberish_ must have had one inventor.
Public-domain text, read in full here on John Shaqi.
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