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Algebraic varieties, stacks, sheaves, schemes, moduli spaces, complex geometry, quantum cohomology.

8 votes

Bijection from the plane to itself that sends circles to squares

The problem is that two distinct squares can have more than two common points (easy to make an example), and under such a bijection these squares would have to go to two distinct circles with more tha …
amakelov's user avatar
  • 997
6 votes

Sylvester–Gallai theorem with circle version, plane version and curve version?

For the circles part: it's true. Assume that each circle defined by our set of points $S$ contains $\geq 4$ points; in particular, there are $\geq 4$ points in total. Fix one of them, say $p$, and c …
amakelov's user avatar
  • 997