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
[160] Gregg wrote several other paradoxes, including the following: _The
Authentic Report of the extraordinary case of Tresham Dames Gregg ... his
committal to Bridewell for refusing to give his recognizance_ (Dublin,
1841), _An Appeal to Public Opinion upon a Case of Injury and Wrong ... in
the case of a question of prerogative that arose between_ [R. Whately] _...
Archbishop of Dublin and the author_ (London, 1861), _The Cosmology of Sir
Isaac Newton proved to be in accordance with the Bible_ (London, 1871),
_The Steam Locomotive as revealed in the Bible_ (London 1863) and _On the
Sacred Law of 1866, conferring perpetual life with immunity from decay and
disease. A cento of decisive scriptural oracles strangely discovered_
(London and Dublin, 1875). These titles will help the reader to understand
the man whom De Morgan so pleasantly satirizes.
[161] See Vol. I, page 261, note 2 {592}.
[162] "They have found it."
[163] The late Greeks used the letters of their alphabet as numerals,
adding three early alphabetic characters. The letter [chi] represented 600,
[xi] represented 60, and [digamma] stood for 6. This gives 666, the number
of the Beast given in the Revelation.
[164] "Allowing for necessary exceptions."
[165] Mr. Gregg is not alone in his efforts to use the calculus in original
lines, as any one who has read Herbart's application of the subject to
psychology will recall.
[166] See Vol. I, page 105, note 4 {188}; page 109, note 1 {197}.
[167] The full title shows the plan,--_The Decimal System as a whole, in
its relation to time, measure, weight, capacity, and money, in unison with
each other._ But why is this so much worse than the French plan of which we
have only the metric system and the decimal division of the angle left?
[168] One of the brothers of Sir Isaac Pitman (1813-1897), the inventor of
modern stenography. Of these brothers, Benjamin taught the art in America,
Jacob in Australia, and Joseph, Henry, and Frederick in England.
[169] For example, _The Phonographic Lecturer_ (London, 1871 etc.), _The
Phonographic Student_ (1867, etc.), and _The Shorthand Magazine_ (1866,
etc.).
[170] See Vol. II, page 68, note 148.
[171] It involves the theory of non-Euclidean geometry, Euclid's postulate
of parallels being used in proving this theorem.
[172] Referring to the fact that none of the works of Thales is extant.
[173] The author was one B. Bulstrode. Parts 4 and 5 were printed at
Calcutta.
[174] See Vol. II, page 5, note 18.
[175] See Vol. I, page 85, note 2 {129}.
[176] Alexander Vasilievich Suvaroff (1729-1800), a Russian general who
fought against the Turks, in the Polish wars, and in the early Napoleonic
campaigns. When he took Ismail in 1790 he sent this couplet to Empress
Catherine.
[177] "Newton hath determined rightly," "Newton hath not determined
rightly."
[178] See Vol. I, page 288, note 3 {621}.
[179] See Vol. I, page 326, note 1 {700}.
[180] "With great honor."
Public-domain text, read in full here on John Shaqi.
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