Does anyone know how to get (enclosing)‘convex quadrilateral’ from randomly scattered points?
The solution must have minimal area among the all possible quadrilaterals.
Any suggestion or conjectures would be welcomed.
Does anyone know how to get (enclosing)‘convex quadrilateral’ from randomly scattered points?
The solution must have minimal area among the all possible quadrilaterals.
Any suggestion or conjectures would be welcomed.
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