Escaped.
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x^{0.5} is not lipschitz on [0, \infty). but neither is x^2. that being said x^2 is lipschitz on any bounded domain and x^{0.5} is lipschitz on any domain not including 0 so i’m assuming the domain is improperly specified
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lipschitz is basically a super strict form of continuity that’s almost as good as differentiability. if a function has a bounded derivative on some domain then the upper bound of that derivative is a sufficient lipschitz constant for that domain
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This is apparently a class about “Dynamic Asset Pricing”, so my guess is that this loops around to reveal Black-Scholes and option pricing somewhere along the line.
actually i dont think this is true
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im not an aviation expert but I’m pretty sure its bad to secure somebody to the plane - in case of an emergency thats kinda just a death sentence
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iirc planes should generally have some kinda zip cuffs on board and using those kinds of restraints is probably better?
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not an expert but like there surely must be protocol for this and theres no way this is that protocol
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Probably correct
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CNN is telling me the guy who taped him up sat in the person’s lap until they landed, so probably not entirely a death sentence?
But yeah, there’s gotta be some other protocol than “hope other passengers can restrain the guy”.
math
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How useful.
this is what i call a diarrhea trail
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Sorry I didn’t know this was the math thread
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there’s numbers in the title, so perhaps it was only a matter of time.
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Oh genuienly thanks for telling me that
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Just saw this, oh my god, prodigy?
The Golden Ratio has been seen in DNA molecules all the way up to spiral galaxies.