Estimates are proved for the maximum of a solution of a linear parabolic equation in terms of the -norm of the right-hand side. The coefficients of the first derivatives are assumed to be integrable to a suitable power. Various boundary value problems are considered. Corresponding -estimates are proved also for the distributions of semimartingales.Bibliography: 16 titles.
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Н. В. Крылов (1987) studied this question.
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