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I had been listening to some "Game A" vs "Game B" podcasts - Schmachtenberger, Hall (Greenhall), Rutt, etc, just before listening to this podcast. For example:
by jonmc12 7y ago
I had been listening to some "Game A" vs "Game B" podcasts - Schmachtenberger, Hall (Greenhall), Rutt, etc, just before listening to this podcast. For example: https://soundcloud.com/venturestories/game-b-in-a-silicon-valley https://soundcloud.com/venturestories/game-b-in-a-silicon-va...
These thinkers propose a common constraint for stagnant growth in education and medicine: a philosophy of science. There is much more to it, and unfortunately it's not a concise explanation. However, I find this conceptual frame much stronger than the education/medicine problem "commonalities" described by Zuck, Collison and Cowen. Further, the "Game A" insight seems to predict the shortcomings of an applied meta-approach of "the tool-building which comes from having the experience building engineering teams."
Game A: ("hill climbing") invest in better microscopy tools, even though "right now, the actual technology of microscopes is ahead of scientists’ ability to process the data".
Game B: ("valley crossing") invest in a philosophy of science to better understand complexity management, causality and sense-making in the domains of education and medicine.
"And as engineers.. you really want to get into the code and step through it to see where the thing is breaking down" (Zuck). But whats 'broken' at FB? is it a server infrastructure? monetization? or is it interpersonal psychology of user relationships? Mistaking our tools' observation for reality, and optimizing for only what we can measure can build profits, but it has limits to make sense of complexity - and undefined/unmanaged complexity is common to the nature of education/medicine problems.
- t_serpico 7y agoWhat exactly does it mean to invest in a 'philosophy of science'? I broadly interpret that as efforts geared towards gaining a big picture understanding of a problem, its subproblems, and interdependencies.