EXISTENCE OF A UNIQUE SOLUTION OF A LINEAR HYPERBOLIC DIVERGENT TYPE EQUATION WITH RADON MEASURE IN THE RIGHT-HAND SIDE AND AN INHOMOGENEOUS THIRD BOUNDARY CONDITION |
| 5 | |
| 2009 |
| scientific article | 517.95:517.97 | ||
| 158-162 | partial differential equations, initial boundary-value problems, Radon measures |
| A unique existence theorem is proved for an inhomogeneous third boundary value problem for a semilinear hyperbolic divergent type equation from the Sobolev space. |
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