2007-2008 University Distinguished Lecture Serieshttp://hdl.handle.net/1811/319522016-12-10T09:00:48Z2016-12-10T09:00:48ZThe Splendid Dead: An American OrdealBoyle, Kevin, 1960-http://hdl.handle.net/1811/320822011-05-27T17:09:30Z2008-03-05T00:00:00ZThe Splendid Dead: An American Ordeal
Boyle, Kevin, 1960-
It’s been eighty years since the Commonwealth of Massachusetts executed two immigrant workingmen, Nicolo Sacco and Bartolomeo Vanzetti, for a murder they didn’t commit. Since then their story has become one of modern America’s great morality tales, a straight-forward symbol of justice warped, denied, and defiled.
This lecture offers a different reading of the iconic case. Beginning on the day the two men died, it will move back in time to tell a story that weaves together political extremism, terrorism, and government repression, a story not of innocence but of hatred, violence and betrayal. A somber tale from — and for — an age of fear.
The University Archives has determined that this item is of continuing value to OSU's history.
2008-03-05T00:00:00ZBoyle, Kevin, 1960-Logic: Interdisciplinary Adventures in Mathematics, Philosophy, Computer Science, and EducationFriedman, Harvey, 1948-http://hdl.handle.net/1811/320052012-12-28T23:51:24Z2008-04-23T00:00:00ZLogic: Interdisciplinary Adventures in Mathematics, Philosophy, Computer Science, and Education
Friedman, Harvey, 1948-
The origins of Logic, as the science of reasoning, are grounded in the work of Aristotle (384-322 BC). The subject remained largely dormant until the explosive developments by the philosopher Gottlob Frege (1848-1925), through his Begriffsschrift or Concept Script (1879), Foundations of Arithmetic (1884), and Basic Laws of Arithmetic (1893, 1903). Frege’s work was followed by the pioneering work of Bertrand Russell (1902, 1908), David Hilbert (1902), Ernst Zermelo (1908), and Abraham Fraenkel (1922). Their work culminated with our present foundations of mathematics through the formalism known as ZFC (Zermelo Fraenkel set theory with the axiom of choice).
This early work firmly established the position of Logic in Philosophy and laid the groundwork for the spectacular advances of Kurt Gödel (completeness and incompleteness, 1928-1940) and Alfred Tarski (real closed fields and elementary geometry 1951, 1959), firmly establishing the position of Logic in Mathematics.
The pioneering insights of Alan Turing (models of computation, 1936), developed in the context of the Gödel era, have led to the position of Logic in Theoretical Computer Science. In Applied Computer Science, Logic is a driving force behind developments in hardware and software verification, programming language design, and software engineering—active areas in the Department of Computer Science and Engineering at The Ohio State University.
Practical uses of Logic in computer-assisted education starting with Patrick Suppes (1968-1980, currently EPGY), and continuing through the Syrus Project at Ohio State, promise to establish the position of Logic in Education.
We will discuss these interdisciplinary adventures in mathematics, philosophy, computer science, and education.
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2008-04-23T00:00:00ZFriedman, Harvey, 1948-