AN EXPONENTIALLY CONVERGENT AND FINITE ALGORITHM FOR LINEAR INEQUALITIES,
HARVARD UNIV CAMBRIDGE MASS CRUFT LAB
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An exponentially convergent and finite algorithm is presented which provides a rule of procedure for solving a fundamental problem in pattern classification, threshold switching theory, and mathematical programming. This problem is finding the m-vector x, such that Ax 0, where A is a given Nxm matrix with N m.