Pages that link to "Item:Q3161922"

The following pages link to A gradient descent method for solving an inverse coefficient heat conduction problem (Q3161922):

Displaying 22 items.

• Identification of an unknown coefficient in KdV equation from final time measurement (Q318187) (← links)
• An inverse problem for the KdV equation with Neumann boundary measured data (Q682046) (← links)
• Lipschitz continuity of the Fréchet gradient in an inverse coefficient problem for a parabolic equation with Dirichlet measured output (Q1637469) (← links)
• On determination of the thermomechanical characteristics of a functionally graded finite cylinder (Q2070831) (← links)
• On reconstruction of thermalphysic characteristics of functionally graded hollow cylinder (Q2289277) (← links)
• A gradient-based approach for identification of the zeroth-order coefficient \(p(x)\) in the parabolic equation \(u_t=(k(x)u_x)_x-p(x)u\) from Dirichlet-type measured output (Q2422500) (← links)
• Adaptivity with relaxation for ill-posed problems and global convergence for a coefficient inverse problem (Q2448925) (← links)
• Simultaneously identifying the thermal conductivity and radiative coefficient in heat equation from Dirichlet and Neumann boundary measured outputs (Q2660874) (← links)
• Comparative analysis of inverse coefficient problems for parabolic equations. Part III: Conjugate gradient method and coarse-fine grid algorithm (Q3111150) (← links)
• (Q3386047) (← links)
• Stable numerical solution to linear inverse heat conduction problems by the conjugate gradient method (Q4883176) (← links)
• An efficient method to estimate sorption isotherm curve coefficients (Q4990724) (← links)
• On Coefficient Inverse Problems of Heat Conduction for Functionally Graded Materials (Q5013611) (← links)
• The study of an inverse boundary problem for the heat conduction equation (Q5043011) (← links)
• Discrete-analytic schemes for solving an inverse coefficient heat conduction problem in a layered medium with gradient methods (Q5407738) (← links)
• Gradient method for inverse heat conduction problem in nanoscale (Q5463322) (← links)
• Logarithmic convergence rate of Levenberg–Marquardt method with application to an inverse potential problem (Q5745462) (← links)
• An approximate method for solving the inverse coefficient problem (Q5882899) (← links)
• Direct method for solving the inverse coefficient problem (Q5882909) (← links)
• Comparative analysis of inverse coefficient problems for parabolic equations. Part I: adjoint problem approach (Q5894462) (← links)
• Comparative analysis of inverse coefficient problems for parabolic equations. Part I: adjoint problem approach (Q5894463) (← links)
• (Q6120091) (← links)