72 | César Hidalgo on Information in Societies, Economies, and the Universe

Maxwell's Demon is a famous thought experiment in which a mischievous imp uses knowledge of the velocities of gas molecules in a box to decrease the entropy of the gas, which could then be used to do useful work such as pushing a piston. This is a classic example of converting information (what the gas molecules are doing) into work. But of course that kind of phenomenon is much more widespread -- it happens any time a company or organization hires someone in order to take advantage of their know-how. César Hidalgo has become an expert in this relationship between information and work, both at the level of physics and how it bubbles up into economies and societies. Looking at the world through the lens of information brings new insights into how we learn things, how economies are structured, and how novel uses of data will transform how we live.

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César Hidalgo received his Ph.D. in physics from the University of Notre Dame. He currently holds an ANITI Chair at the University of Toulouse, an Honorary Professorship at the University of Manchester, and a Visiting Professorship at Harvard's School of Engineering and Applied Sciences. From 2010 to 2019, he led MIT’s Collective Learning group. He is the author of Why Information Grows and co-author of The Atlas of Economic Complexity. He is a co-founder of Datawheel, a data visualization company whose products include the Observatory of Economic Complexity.

5 thoughts on “72 | César Hidalgo on Information in Societies, Economies, and the Universe”

  1. Peter Blankenheim

    Sean,
    Get some help with the sound quality! I have not-great internet, so I download first, but even that way it is so choppy can hardly get through it. It seems worse this week (Hidalgo) but it has been a problem for a while.
    Thanks,
    Peter

  2. Can someone explain:
    1) Whether there is a direct correlation between the information associated with entropy (early univere low entropy and high information) and the information associated with quantum mechanics (particles and qbits). Are the same?
    2) Whether information can only exist when it is known, when it is knowledge.
    Thanks.
    Gerry

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