Generalization of the least squares method and regularising algorithms of the acquisition of stable
approximated solutions of systems of linear algebraic equations with approximated data appearing
with solving geophysical problems. 1
© Strakhov V.N., Strakhov A.V.
The previous  paper shows a new characterization of the solutions
(pseudosolutions) x of systems of linear algebraic equations Ax=fσ+&f
obtained by the least squares method, namely (a(i), fσ-Ax)=0, 1, 2, ..., M, where
a(i) are vector-columns of the matrix A. In the present paper several
generalizations of the least squares method are given whose starting point is this generalization.
The United RAN Institute of Physics of the Earth, Moscow, Russia
Presented by editorial committee member Starostenko V.I.