Voit lisätä twiitteihisi sijainnin, esimerkiksi kaupungin tai tarkemman paikan, verkosta ja kolmannen osapuolen sovellusten kautta. Halutessasi voit poistaa twiittisi sijaintihistorian myöhemmin. Lue lisää
Person 1: The glass is half empty Person 2: The glass is half full High dimensional statistician: for a spherical glass in high dimensions any random point is with high probability about to get wet.https://twitter.com/alexevans91/status/1449631286977572867 …
Person 1: The glass is half empty
Person 2: The glass is half full
Physicist: The glass is full of two fluids separated by density https://twitter.com/gwenckatz/status/1449609596025196547 …Mathematician: A spherical glass in infinite dimensions is always completely empty, because the volume of an infinite-dimensional hypersphere is zero.
True - a vanishingly small absolute volume of water can come vanishingly close to almost every point in the glass (as long as the water’s fractional volume is greater than a vanishingly small amount above one half)
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