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e first meeting (in Washington, Connecticut) that preceded the crafting of this book, he commented on the change in how “information” is viewed since Wiener’s time: the military-industrial, Cold War era. Back then, Wiener compared information, metaphorically, to entropy, in that it could not be conserved—
and directed the slaves as they mindlessly (mechanically) churned their oars. The Greek had already migrated into modern English via Latin, going 47 Wiener later had to admit the earlier coinage of the word in 1834 by André-Marie Ampére, who had intended it to mean the “science of government,” a concept
es. Time must flow forward; 3° Norbert Wiener, “A Scientist Rebels,” Zhe Atlantic Monthly, January 1947. 31 Warren Weaver, “Recent Contributions to the Mathematical Theory of Communication,” in Claude Shannon & Warren Weaver, The Mathematical Theory of Communication (Urbana, IL: University of Illinois Press, 1949), p. 8 (emphasis in ori
e first meeting (in Washington, Connecticut) that preceded the crafting of this book, he commented on the change in how “information” is viewed since Wiener’s time: the military-industrial, Cold War era. Back then, Wiener compared information, metaphorically, to entropy, in that it could not be conserved—
and directed the slaves as they mindlessly (mechanically) churned their oars. The Greek had already migrated into modern English via Latin, going 47 Wiener later had to admit the earlier coinage of the word in 1834 by André-Marie Ampére, who had intended it to mean the “science of government,” a concept
es. Time must flow forward; 3° Norbert Wiener, “A Scientist Rebels,” Zhe Atlantic Monthly, January 1947. 31 Warren Weaver, “Recent Contributions to the Mathematical Theory of Communication,” in Claude Shannon & Warren Weaver, The Mathematical Theory of Communication (Urbana, IL: University of Illinois Press, 1949), p. 8 (emphasis in ori
at our door.” In the wake of advances in unsupervised, self-improving machine learning, a small but influential community of thinkers is considering Wiener’s words again. In Deep Thinking, John Brockman gathers their disparate visions of where AI might be taking us. The fruit of the long history of Broc
d we mold ourselves through our use of them. The other text he recommended was Warren Weaver and Claude Shannon’s 1949 paper “Recent Contributions to the Mathematical Theory of Communication,” which begins: “The word communication will be used here in a very broad sense to include all of the procedures by which one mind may affect another
at our door.” In the wake of advances in unsupervised, self-improving machine learning, a small but influential community of thinkers is considering Wiener’s words again. In Deep Thinking, John Brockman gathers their disparate visions of where AI might be taking us. The fruit of the long history of Broc
d we mold ourselves through our use of them. The other text he recommended was Warren Weaver and Claude Shannon’s 1949 paper “Recent Contributions to the Mathematical Theory of Communication,” which begins: “The word communication will be used here in a very broad sense to include all of the procedures by which one mind may affect another
Entities connected to both Wiener and the Mathematical Theory of Communication

George W. Bush
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Julie K. Brown
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John Brockman
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Prince Andrew
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David Kaiser
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Jaan Tallinn
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Frank Wilczek
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Martha Stewart
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Daniel Dennett
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Ghislaine Maxwell
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Eric Trump
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Philadelphia
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Peter Galison
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Harvey Weinstein
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Stephen Hawking
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Samantha Power
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Alan Dershowitz
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