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3. Consider N points (z;, %), i =1,..., N, in a two-dimensional plane. The problem we will consider is that of finding a circle of
3. Consider N points (z;, %), i =1,..., N, in a two-dimensional plane. The problem we will consider is that of finding a circle of minimal radius that contains all N points. For- mulate the problem as a constrained optimization problem with linear cost functional and quadratic constraints. Describe the solution / solution method
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