Fashionable Problems
paulgraham.com
Fashionable Problems
1–10 of 195 posts
Re: Fashionable Problems
#2Do people really think the fields of essays, LISP or venture funding are fully explored?
Re: Fashionable Problems
#3Re: Fashionable Problems
#4Re: Fashionable Problems
#5If you want to try working on unfashionable problems, one of the best places to look is fields that people think have already been fully explored: essays, Lisp, venture funding – you may notice a pattern here. Do people really think the fields of essays, LISP or venture funding are fully explored?
I don’t think pg is saying they’re being ignored, but rather that there’s a sense of “yup we figured it out, let’s just iterate slowly on it”.
(I will say I can think of much better examples, but I don’t blame pg for picking the three examples that sum up his entire career. He picked those three things when nobody else cared.)
Re: Fashionable Problems
#6If you want to try working on unfashionable problems, one of the best places to look is fields that people think have already been fully explored: essays, Lisp, venture funding – you may notice a pattern here. Do people really think the fields of essays, LISP or venture funding are fully explored?
Re: Fashionable Problems
#7If you want to try working on unfashionable problems, one of the best places to look is fields that people think have already been fully explored: essays, Lisp, venture funding – you may notice a pattern here. Do people really think the fields of essays, LISP or venture funding are fully explored?
Re: Fashionable Problems
#8The counter to this is that it'll be harder to raise capital for un-fashionable problems.
If you pitched "ML for sandwich makers" right now you could raise a million bucks because so many VCs are making fashionable bets on ML.
Re: Fashionable Problems
#9If you found something in a big, fashionable field with a huge surface area (cough ai/ml cough), wouldn't this multiplier apply to that fashionable field, too?
Re: Fashionable Problems
#10> If you can find a new approach into a big but apparently played out field, the value of whatever you discover will be multiplied by its enormous surface area. If you found something in a big, fashionable field with a huge surface area (cough ai/ml cough), wouldn't this multiplier apply to that fashionable field, too?