REDUCING SOLUTION OF ONE BOUNDARY PROBLEM FOR THE 6th ORDER POLYHARMONIC EQUATION TO THE SOLUTION OF THE FREDHOLM INTEGRAL EQUATIONS
Journal Title: INTERNATIONAL ACADEMY JOURNAL "Web of Scholar" - Year 2018, Vol 1, Issue 6
Abstract
The solution of one boundary problems for the 6-th order polyharmonic equation of the in two dimensional space is considered in present paper. The solution of considered problem is found as the sum of three potentials. The bound formulas are proved for these potentials and their derivatives. Using these formulas the solution of the boundary problem is reduced to the solution of series of Fredholm type integral equations.
Authors and Affiliations
O. H. Asadova, N. M. Mammadova, A. X. Abbasova
Keywords
Related Articles
- EP ID EP321405
- DOI 10.31435/rsglobal_wos/12062018/5732
- Views 158
- Downloads 0
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