# fukutaibi

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bio website location age member for 7 months seen Dec 20 '12 at 9:30 profile views 2

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 Oct29 awarded Teacher Oct21 answered Is there a map from a segment to a triangle? Oct14 comment Is there a map from a segment to a triangle?Thank you very much for help! By the way, doest it follow, that diameters of the circle go to straight lines in hexagon from your argument? Oct13 awarded Supporter Oct13 comment Is there a map from a segment to a triangle?I would like to precise the argument via symmetry principle: so, I do have a map from the unit circle to a hexagon. Let me now choose a point that maps to a vertice, and a corresponding diameter of a unit circle. Why does this diameter map to a line connecting edges of hexagon? Because only in this case we can apply symmetry principle. Oct13 comment Is there a map from a segment to a triangle?Do I understand correctly that I actually can choose $Arg f'(0)$ to be any angle I want (by Riemann theorem construction) and that determines my map? And as far as I understand, for any choice of $Arg f'(0)$ the map will still map vertices to vertices, isn't it? Oct13 comment Is there a map from a segment to a triangle?Yes, I do want a conformal mapping of interiors, without boundary. Oct13 awarded Editor Oct13 comment Is there a map from a segment to a triangle?Many thanks for your answer but I've forgotten the most important point - the "vertices" should map to vertices. I've changed the question. Oct13 revised Is there a map from a segment to a triangle?added 84 characters in body Oct13 awarded Student Oct13 asked Is there a map from a segment to a triangle?