Parameter Identification Problem for the Kirchhoff‐Type Equation with Viscosity
Copyright policy )Parameter Identification Problem for the Kirchhoff‐Type Equation with Viscosity
The constant parameter identification problem in the Kirchhoff‐type equation with viscosity is studied. The problem is formulated by a minimization of quadratic cost functionals by distributive measurements. The existence of optimal parameters and necessary optimality conditions for the parameters are proved.
- Department of Mathematics Education Indonesia
- Daegu University Korea (Republic of)
PDEs in connection with control and optimization, Estimation and detection in stochastic control theory, Kirchhoff-type equation with viscosity, QA1-939, Control of mechanical systems, Optimality conditions for problems involving partial differential equations, Mathematics, parameter identification problem
PDEs in connection with control and optimization, Estimation and detection in stochastic control theory, Kirchhoff-type equation with viscosity, QA1-939, Control of mechanical systems, Optimality conditions for problems involving partial differential equations, Mathematics, parameter identification problem
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