The Net Advance of Physics:
History and Philosophy:
Augustus De Morgan
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Augustus De Morgan at Mac Tutor
[St. Andrews University]
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1911 Encyclopædia Britannica
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Obituary [The Times of London]
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Augustus De Morgan
by Leslie Stephen [Dictionary of National Biography, 14]
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Memoir of Augustus De Morgan
by Sophia Elizabeth De Morgan
[London: Longmans, Green, 1882]
- WORKS:
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Remarks on Elementary Education in Science:
An Introductory Lecture Delivered at the Opening of the
Classes of Mathematics, Physics, and Chemistry,
in the University of London, November 2, 1830
by Augustus De Morgan
[London: John Taylor, 1830]
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The Connexion of Number and Magnitude:
An Attempt to Explain the Fifth Book of Euclid
by Augustus De Morgan
[London: Taylor and Walton, 1836]
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An Explanation of the Gnomonic Projection of the Sphere; and of
Such Points of Astronomy as are Most Necessary in the Use of
Astronomical Maps
by Augustus De Morgan
[London: Baldwin & Craddock, 1836]
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Elements of Algebra Preliminary to the Differential Calculus
by Augustus De Morgan
[London: Taylor and Walton, 1837]
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Elements of Trigonometry and Trigonometrical Analysis,
Preliminary to the Differential Calculus
by Augustus De Morgan
[London: Taylor and Walton, 1837]
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An Essay on Probabilities and on their application
to Life Contingencies and Insurance Offices
by Augustus De Morgan
[London: Longman, Brown, Green, and Longman, 1838]
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Induction
by Augustus De Morgan (article in The Penny
Cyclopædia of the Society for the Diffusion of Useful
Knowledge, Vol. XIV, p. 465 (1838). A more readable
modern typesetting may be found at
The De Morgan Journal 1, 1 (2011). This was
the first modern account of mathematical induction.)
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First Notions of Logic (Preparatory to the Study of
Geometry)
by Augustus De Morgan
[London: Taylor and Walton, 1839]
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The Globes, Celestial and Terrestrial
by Augustus De Morgan
[London: Malby, 1845]
"This work ... describes only the appearances of
the heavens, without any reference to their producing causes: it is
therefore independent of all systems , and might even be approved
by believers in the stability of the earth, if there be any left."
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Arithmetical Books from the Invention of Printing
to the Present Time, being Brief Notices of a Large
Number of Works Drawn Up from Actual Inspection
by Augustus De Morgan
[London: Taylor and Walton, 1847]
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Formal Logic; or The Calculus of Inference, Necessary
and Probable
by Augustus De Morgan
[London: Taylor and Walton, 1847]
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Trigonometry and Double Algebra
by Augustus De Morgan
[London: Taylor, Walton, and Maberly, 1849]
"The term double algebra ... means algebra in which
each symbol stands for an object of thought having two
distinct and independent qualities ... If by the application
of a somewhat startling adjective, any of those who are
still bewildered by an art in which impossible quantities
are made objects of reasoning should become aware that the art has
become a science, and the impossibilities possible, they, at
least, will have no objection to the phrase."
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On the Difficulty of Correct Description of Books [1853]
by Augustus De Morgan
[Chicago: Blue Sky, 1902]
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Syllabus of a Proposed System of Logic
by Augustus De Morgan
[London: Walton and Maberly, 1860]
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The Quadrature of the Circle: Correspondence
between an Eminent Mathematician [Augustus
De Morgan] and James Smith, Esq.
[London: Simpkin & Marshall, 1861]
Smith evidently believed the value of pi
to be exactly 3.125, and was astonished at
the hostile reception which this idea received.
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The Book of Almanacs, with an Index of Reference,
by which the almanac may be found for every year,
whether in Old Style or New, from any epoch,
ancient or modern, up to A.D. 2000, with means
of finding the day of any new or full moon from
B.C. 2000 to A.D. 2000
by Augustus De Morgan
[London: Walton, 1871]
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A Budget of Paradoxes
by Augustus De Morgan
[London: Longmans, Green, 1872]
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Threescore Years and Ten: Reminiscences of the Late Sophia
Elizabeth De Morgan, To Which are Added Letters To
and From Her Husband the Late Augustus De Morgan, and Others
edited by Mary A. De Morgan
[London: Bentley, 1895]
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On the Study and Difficulties of Mathematics
by Augustus De Morgan
[Chicago: Open Court, 1898]
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Elementary Illustrations of the Differential and Integral Calculus
by Augustus De Morgan [Chicago: Open Court, 1899]
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