BOUNDARY PROBLEM NUMERICAL SOLUTION FOR LINEAR AND QUASI LINEAR EQUATIONS OF AN ELLIPTICAL TYPE IN THE AREA WITH THE FRACTAL BORDER

Boykov Ilya Vladimirovich, Doctor of physical and mathematical sciences, professor, head of sub-department
of higher and applied mathematics, Penza State University, math@pnzgu.ru
Eliseeva Tatyana Vladimirovna, Candidate of physical and mathematical sciences, associate professor, sub-department of higher and applied mathematics, Penza State University, math@pnzgu.ru

519.63

The article suggests methods of numerical solution of the first boundary value problem for linear and quasilinear elliptic equations in «Koch snowflake».

fractal boundary, Koch snowflake, boundary value problem, elliptic equation.