id: 02115498
dt: j
an: 02115498
au: Strakhov, V.N.
ti: On the generalization of the linear integral presentation method important
    which is pretty important for gravimetry and magnetometry. Deduction of
    basic relations for the linear integral presentation method.
so: Dokl. Akad. Nauk, Ross. Akad. Nauk 397, No. 3, 400-403 (2004).
py: 2004
pu: Nauka, Moskva
la: RU
cc: 
ut: system of linear algebraic equations; integral equations; Lagrange
    multiplier; variational method; approximate solution
ci: 
li: 
ab: There are discussed two basic methods of finding linear integral
    presentations. The first method supposes a variational approach and the
    replacement of a conventional variational problem by the family of
    non-conventional problems; here the Lagrange multipliers are used. The
    second method supposes a structural-parametrical generalization of the
    variational method. Instead of Lagrange’s $N$-vector here are
    introduced $R$ different $N$-vectors, each of them having $N$
    dimensionality.
rv: Andrei Zemskov (Moskva)