论文信息 - Solving Second Order Evolution Equations by Internal Schemes of Approximation

Solving Second Order Evolution Equations by Internal Schemes of Approximation

Numerical approximation for the solution of a second order evolution equation is proposed. An internal scheme of approximation is used. The equation is associated with a maximal monotone operator in a real Hilbert space together with bilocal boundary conditions. A numerical example is investigated.

Gabriel Dimitriu | Narcisa C. Apreutesei

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