What is this shape called?
What is the name of this shape?
3
$\begingroup$
plane-curves
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6It is called an egg. – 2012-03-04
1 Answers
4
This would not fit in the comments
I think you may have made an error in your legend: by symmetry it is more likely to be something like $(1-b-c)\log\left(\frac{1}{1-b-c}\right)/\log(2) + b\log\left(\frac{1}{b}\right)/\log(2) + c\log\left(\frac{1}{c}\right)/\log(2) - b - c - 1 = 0.$
If so, this would be easier to read as $(1-b-c)^{1-b-c} b^b c^c 2^{b+c+1} = 1$ though that seems to have the real solution $b=c=1/4$ rather than your curve, so perhaps it should be something different.
Perhaps you could tell us the origin of your curve and the expression