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The paper presents a recursive algorithm for the investigation of a strict,linear separation in the Euclidean space. In the case when sets are linearly separable, it allows us to determine the coefficients of the hyperplanes. An example of using this algorithm as well as its drawbacks are shown. Then the algorithm of determining an optimal separation (in the sense of maximizing the distance between the two sets) is presented.
"The world needs wisdom as it has never needed it before; and if the knowledge continuesto increase, the world will need wisdom in the future even more than it does now"(Bertrand Russell)
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