> AT&T does have a plan where any provider can sign up to pay for their customers' data use, which is different from waiving costs for certain large, established sites. Wait, how is that different?
I always thought Russell's paradox was basically just a formulation of the Liar's paradox in the language of set theory at the time, and that this was no secret. Its significance was not that it shed light on…
Fair enough. The horrifying part to me was not the moment the shots were fired, but the escalation and screaming of inconsistent instructions by an unmistakably bloodthirsty officer to a man who was clearly scared out…
Alternatively, do the same thing with Twitch. I watched some random streamer with 3 viewers play Skyrim an hour or so a day for several days, asking him what he liked/disliked about it, before purchasing it.
I feel like this is a very recent change; I've definitely created "burner" gmail accounts in the past and I don't remember providing my cell phone number.
Good point, though I'm not convinced Hilbert really avoids this. For example, look at n=3 here: http://www.texample.net/media/tikz/examples/PNG/hilbert-curv... This might lead to say . . . . . . . . 1 . . . . . . 2 4 .…
Yeah, sorry I meant like lexicographic on x, then swapping between lexi and reverse-lexi on y. Basically snaking back and forth.
Why is the Hilbert Curve any better in this situation than say lexicographical order on (x,y)?
Perhaps for now, but the ubiquity of smartphones could also bring them back in new and interesting ways. The most recent runaway hit was Pokemon Go, and though it was clearly a fad, it may have had more staying power if…
This might be naive, but I wonder if the essential part of mouse data could be compressed if only we understood it better.
Yeah I was thinking each appointment had a start time and end time.
Sounds like an effective filter to me. Where I work, this would be the first part of one of the interviews, with the second part being something more like "Given a list of calendar appointments, what is the maximum…
FWIW, I always thought giving the concept of "magma" its own word was a bit silly.
I would argue the concepts of monoid objects and the category of endofunctors on an object are simpler than that of monads, so this description does help. I come from a math background and had never seen this quote…
There isn't much competition among ISP's in large cities, either.
The post is nearly 10 years old, not sure if you count that as modern.
Tenured at Princeton, had already solved some fairly big problems in the field, and it helped that FLT had recently been "reduced" to proving a conjecture about elliptic curves which were already very much in Wiles's…
FWIW, one does not accrue debt doing a PhD in something like Machine Learning.
Nobody jaywalks in Los Angeles
These are the same teenagers/college-age persons who own $600+ iPhones.
I always figured this was because when it's cold out, people simply go outside less.
Happened to me as well; also in Boston.
It kind of depends on how you define prime numbers. Usually, one says an element p of a general ring is prime if p|ab implies p|a or p|b. This property does not necessarily hold for the "smallest" divisor of a given…
Huh? There is an abundance of shows in America about rich people.
Hm yeah, I was thinking of something more natural, like requiring the G(n,z)'s themselves be analytic on some domain. Anyway, sure the Riemann zeta is important, but I'm not sure how it's canonical.
> AT&T does have a plan where any provider can sign up to pay for their customers' data use, which is different from waiving costs for certain large, established sites. Wait, how is that different?
I always thought Russell's paradox was basically just a formulation of the Liar's paradox in the language of set theory at the time, and that this was no secret. Its significance was not that it shed light on…
Fair enough. The horrifying part to me was not the moment the shots were fired, but the escalation and screaming of inconsistent instructions by an unmistakably bloodthirsty officer to a man who was clearly scared out…
Alternatively, do the same thing with Twitch. I watched some random streamer with 3 viewers play Skyrim an hour or so a day for several days, asking him what he liked/disliked about it, before purchasing it.
I feel like this is a very recent change; I've definitely created "burner" gmail accounts in the past and I don't remember providing my cell phone number.
Good point, though I'm not convinced Hilbert really avoids this. For example, look at n=3 here: http://www.texample.net/media/tikz/examples/PNG/hilbert-curv... This might lead to say . . . . . . . . 1 . . . . . . 2 4 .…
Yeah, sorry I meant like lexicographic on x, then swapping between lexi and reverse-lexi on y. Basically snaking back and forth.
Why is the Hilbert Curve any better in this situation than say lexicographical order on (x,y)?
Perhaps for now, but the ubiquity of smartphones could also bring them back in new and interesting ways. The most recent runaway hit was Pokemon Go, and though it was clearly a fad, it may have had more staying power if…
This might be naive, but I wonder if the essential part of mouse data could be compressed if only we understood it better.
Yeah I was thinking each appointment had a start time and end time.
Sounds like an effective filter to me. Where I work, this would be the first part of one of the interviews, with the second part being something more like "Given a list of calendar appointments, what is the maximum…
FWIW, I always thought giving the concept of "magma" its own word was a bit silly.
I would argue the concepts of monoid objects and the category of endofunctors on an object are simpler than that of monads, so this description does help. I come from a math background and had never seen this quote…
There isn't much competition among ISP's in large cities, either.
The post is nearly 10 years old, not sure if you count that as modern.
Tenured at Princeton, had already solved some fairly big problems in the field, and it helped that FLT had recently been "reduced" to proving a conjecture about elliptic curves which were already very much in Wiles's…
FWIW, one does not accrue debt doing a PhD in something like Machine Learning.
Nobody jaywalks in Los Angeles
These are the same teenagers/college-age persons who own $600+ iPhones.
I always figured this was because when it's cold out, people simply go outside less.
Happened to me as well; also in Boston.
It kind of depends on how you define prime numbers. Usually, one says an element p of a general ring is prime if p|ab implies p|a or p|b. This property does not necessarily hold for the "smallest" divisor of a given…
Huh? There is an abundance of shows in America about rich people.
Hm yeah, I was thinking of something more natural, like requiring the G(n,z)'s themselves be analytic on some domain. Anyway, sure the Riemann zeta is important, but I'm not sure how it's canonical.