Abstract
The Neumann problem for the Laplace equation in a connected plane region bounded y closed and open curves is studied. The existence of classical solution is proved by potential theory. The problem is reduced to a Fredholm equation of the second kind, which is uniquely solvable.
∗ krutitskrrr miith.phys.msu.su.
∗ krutitskrrr miith.phys.msu.su.
Notes
∗ krutitskrrr miith.phys.msu.su.