V. V. Smagin, “Coercive error estimates in the projection and projection-difference methods for parabolic equations”, Mat. Sb., 1994, Volume 185, Number 11,Pages <nobr>79

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Coercive error estimates in the projection and projection-difference methods for parabolic equations

V. V. Smagin

Voronezh State University

Abstract: Under conditions of coercive solvability of a parabolic equation in a Hilbert space, effective energy estimates are obtained for errors of approximate solutions found by the projection and projection-difference methods

UDC: 517.9

MSC: Primary 34G10, 35K35, 35A35, 34A12; Secondary 49M15, 65M60, 65L60

Received: 09.11.1993 and 02.06.1994