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hello
commonly when we have 2 connected curve and we want to find quadratic bezier curve base on them we can use this interesting method:
(see the 4 picture in the middle of following page and you quickly understand)
http://www.actionscript.org/resources/articles/172/1/Understanding-curves-and-control-point-placement/Page1.html [Broken]
but this method isn't intelligence and has poor result in some cases
for example see this case:
http://i23.tinypic.com/2z4n776.jpg
fig1 is two original connected curve
fig2 is the result from this algorithm (black curve)
fig3 is the favorite result that i want (black curve)
so this is final question:
having two connected curve, how i can find the best quadratic bezier curve that fits this two curves?
commonly when we have 2 connected curve and we want to find quadratic bezier curve base on them we can use this interesting method:
(see the 4 picture in the middle of following page and you quickly understand)
http://www.actionscript.org/resources/articles/172/1/Understanding-curves-and-control-point-placement/Page1.html [Broken]
but this method isn't intelligence and has poor result in some cases
for example see this case:
http://i23.tinypic.com/2z4n776.jpg
fig1 is two original connected curve
fig2 is the result from this algorithm (black curve)
fig3 is the favorite result that i want (black curve)
so this is final question:
having two connected curve, how i can find the best quadratic bezier curve that fits this two curves?
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