I. N. Molchanov

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A principle for constructing a program complex for the solution of a system of linear algebraic equations is considered. Starting from the properties of the problem, the program complex automatically constructs a computer algorithm for its solution on the basis of the given original information (matrix, right-hand sides, accuracy to which they are given,(More)
In [I 1, methods of regularization are suggested for obtaining an approz4mation to the normal solution of noneon&tent sj~erns of linear algebraic equations with a singular matrix or a matrix that becomes sisgular after eoeftkients of fthe system within the limits of the given accuracy. For such systems of linear algebraic t with symmetric mat&s, high-s$eed(More)
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