B chapter.indd - Charles Babbage Institute - University of Minnesota
B chapter.indd - Charles Babbage Institute - University of Minnesota
B chapter.indd - Charles Babbage Institute - University of Minnesota
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publications presented preliminary results, this volume<br />
provided a complete exposition <strong>of</strong> Boole’s system,<br />
which was, indeed, the description <strong>of</strong> an entirely new<br />
form <strong>of</strong> algebra.<br />
The work is dedicated to John Ryall, Pr<strong>of</strong>essor <strong>of</strong> Greek<br />
in Queen’s College, a personal friend and uncle to<br />
Boole’s wife.<br />
172<br />
Illustrations available:<br />
Title page<br />
Erwin Tomash Library<br />
Boole, George Boole, George<br />
B 199<br />
Boole, George (1815–1864)<br />
B 199<br />
The mathematical analysis <strong>of</strong> logic, being an essay<br />
towards a calculus <strong>of</strong> deductive reasoning.<br />
Year: 1847<br />
Place: Cambridge<br />
Publisher: Macmillan, Barclay & Macmillan<br />
Edition: 1st<br />
Language: English<br />
Binding: modern paper boards<br />
Pagination: pp. [2], 82<br />
Collation: π 2 B–F 8<br />
Size: 205x128 mm<br />
the first entry for Boole and entries for DeMorgan). It<br />
was this volume that began the revolution that led to the<br />
development <strong>of</strong> mathematical logic.<br />
Illustrations available:<br />
Title page<br />
B 200<br />
Boole, George (1815–1864)<br />
Studies in logic and probability<br />
Year: 1952<br />
Place: La Salle, IL<br />
Publisher: Open Court Publishing<br />
Edition: 1st<br />
Language: English<br />
Figures: portrait frontispiece<br />
Binding: original cloth boards; with dust jacket<br />
Pagination: pp. 500<br />
Collation: A–2G 8 2H 10<br />
Size: 210x137 mm<br />
This is volume 1 <strong>of</strong> Boole’s papers, edited by R.<br />
Rhees. In addition to the original works (from the 1847<br />
Mathematical analysis <strong>of</strong> logic to an 1862 work, On the<br />
theory <strong>of</strong> Probabilities) and editorial notes, it contains<br />
Boole’s own annotations and revisions that he may have<br />
made in subsequent years.<br />
Illustrations available:<br />
Title page with frontispiece <strong>of</strong> Boole’s portrait.<br />
This is Boole’s first work on logic, in the introduction to<br />
which he first refuted W. Hamilton’s claim that logic was<br />
a part <strong>of</strong> philosophy and that no mathematician could<br />
possibly contribute anything to this field (see remarks in B 200