About the results of control of V.N. Strakhov's hypothesis
© Starostenko V.I., Starkov V.N.
Assume a system of linear algebraic equations is given where u and are a useful signal and its noise, respectively, A is the preset (NxM), matrix, x is
the desired vector of dimensionality M. It is proven that in a real situation the vectors u and δu are not orthogonal, i.e. the
scalar product . V.N. Strakhov's
hypothesis that can be sulfilled in cases that are irreal in practice.
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