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Kindle Notes & Highlights
by
Stephen Webb
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March 15 - April 8, 2019
Lord Douglas of Barloch (1889–1980) suggested (Douglas 1977) that the number of evolutionary steps leading from primitive life to intelligence was so large that the probability of it happening elsewhere was infinitesimal.
Mention of economists reminds me of a proof of the non-existence of time travelers that employs Fermi paradox-like reasoning (Reinganum 1986–7): if time travelers existed, then interest rates would not be positive! In fact, if people could travel back in time, then interest rates would have to be 0%—otherwise savers could use banks as bottomless ATM machines. Savers could simply travel back in time a few thousand years, deposit a few dollars, then return to the present; compound interest on even a small sum would guarantee riches.
Tipler’s argument that, in the distant future, we will all be resurrected in software by a God-like intelligence (Tipler 1994). His argument rested on the universe possessing certain cosmological properties; modern observations seem to exclude these properties and thus at least the initial version of Tipler’s theory.
The Swedish chemist Svante August Arrhenius (1859–1927) is best known as the man who helped lay the foundations of modern physical chemistry. His book Worlds in the Making popularized the notion that life on Earth might have arrived from space. See Arrhenius (1908).
Unfortunately for the prospects for space travel, special relativity tells us that the faster things move the more massive they become. At speeds close to , the accelerating force tends to make the body more massive rather than make it move faster. The speed of light is a barrier that can’t be reached by any object with mass—including space ships.
Korhonen (2013) analyses the risk of ETC s initiating an attack by drawing inferences from the Cold War and mutually assured destruction scenarios. My favorite fictional description of a species whose defining trait is extreme caution — taken to the point of cowardice—is that of “Puppeteers”. They occur in Larry Niven’s “Known Space” stories, including the award-winning Ringworld (Niven
One author who might have been able to imagine alien mathematics was Jorge Luis Borges (1899–1986), perhaps the greatest Spanish-language writer of the last century. Borges (1998) contains several mathematical-based stories; Bloch (2008) examines the mathematical ideas in one of Borges most famous stories.
The columnist was Marilyn vos Savant, who is clearly a very bright woman: from 1986 to 1989 she was listed in the Guinness Book of World Records as possessor of the “Highest IQ (women)”; she ceased to appear not because some other woman was deemed to possess a higher IQ, but because the editors at Guinness saw sense and realized that attaching a number to intelligence in this way is essentially meaningless. Her proposed solution to the Monty Hall problem nevertheless provoked outrage from several mathematics professors; at least one academic argued that by publishing such nonsense she was
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if we came across a species that could build a structure complete with cultured gardens, internal temperature control and ventilation would we consider the species to be intelligent? Well, termites build such structures and we generally don’t attribute an individual termite with a high level of intelligence. Or is intelligence to be found in the termite “hive mind”?