In particular, I can't see how this management structure is supposed to work - competing subdivisions is fine, and having divisions just do what the CEO says seems like it could work, but combining them is wild.
163 karma · joined April 21, 2019
In particular, I can't see how this management structure is supposed to work - competing subdivisions is fine, and having divisions just do what the CEO says seems like it could work, but combining them is wild.
I believe this is more a just-so story than a fact. While New York did use the broken windows policy, they also grew the police force by 35%[1]. Rather than a special effect of the broken windows policy, it could just be with more police they were able to solve/prevent more crimes.
One interesting thing about policing in the US, is that the US has fewer police than Europe and also more crime. People want to say interesting things about how politics or culture affect crime, but the simple story (where crime is high in the US because it is relatively easy to get away with it because there aren't many police) may be the best one.
I believe that what's actually happening with US higher ed supply is that we stopped founding large research universities. Many of the great public schools were endowed using federal land[1] and eventually the government ran out of valuable agricultural land.
While there is disagreement over how prevalent they are or what if anything should be done about them, micro-aggressions obviously exist. I find this sort of hostility to the very concept perplexing.
Based on my Chinese colleagues this is not true, or at least is not universal, or it changed within the last 3 years.
The real solution is just awareness. As people see more examples of this sort of thing going wrong they will be more careful about it.
let q = (f .y g)(z=a) then q(y=b) = f(x=g(z=a), y=b)
let q = (f .x g)(z=a) then q(z=a) = f(y=g(z=a), x=b)
Aesthetically it would be kinda like the notation for fiber product.
On the one hand, there are infinitely many geodesics on a dodecahedron, of unbounded length, so you can't really brute force all of them.
On the other hand, the actual solution only goes through each face at most once. There are infinitely many unfoldings to try, but for each unfolding there are only finitely many paths to try, and you can get the solution on one of the minimal unfoldings.
> there is a fundamental difference between finite, rent-generating resources like land, and value-added goods
American policy makers have chosen policies (eg zoning law) that make it easy to produce valuable urban residences. Now they have a massive competitive advantage in high-end residences, so of course they will become exporters.
China produces lots of manufactured goods, and sells them to the US. The US produces tons of valuable urban real estate and exports it to China. (Similarly the US produces lots of higher education, and exports it in the form of international students)
In practice, comments like this encourage self-censorship, even if that is not their intention.
Note that, according to definition of 'function' most common in math, this is false. A function need not even be implementable.
Aside: As someone trained in math I've always found explanations of type theory "fractally confusing" because of stuff like this: type theorists' words mean something different from my words, and in the explanation of what they do mean, they use words that also mean something different.
Maybe someone who actually knows will chime in, but afaik:
- Most light doesn't have a fixed frequency. If it did, it would have a fixed momentum, but then you would have no idea where it is! Instead it is some superposition of many frequencies. That could be part of the story.
- Light could be stopped by something other than absorption into an individual atom. Metals don't have discrete spectra.
The other great thing about Lie groups is you can discover new and valuable groups just from pretty basic topology. Like the Spin group, which you know has to be out there as soon as you know the fundamental group of SO_n, but otherwise would be very hard to think of.
The fancypants but I think most intuitive way to think about Galois theory is also with topology. It's an algebraic version of a much more geometric, visible story, the correspondence between {subgroups of the fundamental group} and {normal covering spaces}.
Do you know an example of a process that moves angular momentum from one kind of spin to the other?
Well, someone like that would love to not have to waste time lecturing. By not being on campus they could go to more conferences and spend more time in the field. They could recruit ideal grad students from anywhere on earth without worrying about immigration restrictions or family ties.
My parents' community all met their spouses and friends at work, whereas people of my age seem to find something unprofessional about this. And I believe that old-fashioned civic organizations like the Elks were built from a tangle of professional relationships.
And realistically, where are you going to find a stronger community than among the people with whom you spend 40 hours a week?