I have no idea how you could ever establish whether this is true, but for some reason I find it infuriating.https://twitter.com/paulg/status/1205484320808480769 …
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Replying to @willwilkinson
I'm sure this has been proved in 100 different variations, but to me the easiest way to understand it is geometric: if vector v is the one you care about, the projection of an orthogonal vector onto v is a point.
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Replying to @paulg
You can tell a story about anything. At least as plausible to say that most big innovations amount to a bunch of smaller simultaneous innovations.
3 replies 0 retweets 3 likes
That is an interesting point. Off the top of my head, the difference seems to be the time window. When I think of examples of things that entailed multiple, unrelated innovations, they're usually sequential. But if you make the time window long enough they become simultaneous.
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