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Daniel McLaury's user avatar
Daniel McLaury's user avatar
Daniel McLaury's user avatar
Daniel McLaury
  • Member for 14 years, 6 months
  • Last seen more than a week ago
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What numbers can simulate 1/2?
@user44191: Fixed, thanks.
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What numbers can simulate 1/2?
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What numbers can simulate 1/2?
@BrendanMcKay: Fixed, thanks.
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What numbers can simulate 1/2?
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Has incorrect notation ever led to a mistaken proof?
Isn't a "theory," by definition, a particular generating set, though? That seems to be what Qfwfq is bringing up.
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Atoric equation
Oh, are you just saying that you want the equation for the surface swept out by dragging a conic section along a path that is itself a conic section?
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Atoric equation
By "toric surface" I initially thought you meant a two-dimensional toric variety, especially given the algebraic geometry tag, but now I suspect you mean something like the illustration for the article "toric lens" on Wikipedia. Is that what you're talking about?
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Notion of Torsors
Yeah, once people get used to relativizing things it's clear enough to them what things ought to be so they can get a little sloppy with their definitions. I agree it can make things infuriating to read for the uninitiated, though.
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Notion of Torsors
At the level of sets, $G \times_X P$ is the disjoint unions of the sets $G_x \times P_x$. I don't know if we explicitly said it above but we need to insist that each $G_x \times P_x$ maps into $P_x$. Then you have a bunch of individual actions of $G_x$ on $P_x$.
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Notion of Torsors
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When is $1^n+2^n+3^n+4^n+\cdots+n^n$ a square number?
What have you done so far? Did you predict how often this should happen based on asymptotics? Check for obstructions (mod n)? Plug the sequence into OEIS?