Re: squaring the circle-a shocking result

[Aiviet Nguyen <aiviet@cat.syr.edu>]

Hi,
I am glad that the mathematicians made me crazy. I don't feel it was fair.
I know about the Banach's stuffs long ago. I thought that Sonnet was 
talking about something new and shocking. Next time please define the 
problem more clearly. I can understand what you say but not what you mean.
You definitely cannot produce unmeasurable sets by a finite number of 
cuts OK?
To Sonnet:
 I can define curvature ( right-handed and left-handed, as the 
derivatives), even the curve is not differentiable ( but continuous I hope).
The conservation is still hold, if at one point you have two curvatures, 
you should have the complementary curve that has a point with two curvatures
which cancelled the previous two completely.

  Just for your interest, I have worked with a singular metrics already ( 
multi-value....) but the curvature can be well defined.

Cheers
Aiviet