The following pages link to Nonlinear incorrect problems. (Q4002587):
Displaying 19 items.
- Inverse coefficient problems for elliptic equations in a cylinder. I (Q389333) (← links)
- Inverse problems for elliptic equations in the space. I (Q647678) (← links)
- Necessary and sufficient conditions for power convergence rate of approximations in Tikhonov's scheme for solving ill-posed optimization problems (Q682313) (← links)
- Control reconstruction in hyperbolic systems (Q2261740) (← links)
- Regularized continuous extragradient method for a multicriterial equilibrium programming problem (Q2429700) (← links)
- Inverse problems for elliptic equations on the plane. I (Q2480418) (← links)
- Source recovery with a posteriori error estimates in linear partial differential equations (Q2660778) (← links)
- DISCREPANCY SETS FOR COMBINED LEAST SQUARES PROJECTION AND TIKHONOV REGULARIZATION (Q5015447) (← links)
- Analysis of the Influence of the Lagrange Multiplier on the Operation of the Algorithm for Estimating the Signal Parameters under a Priori Uncertainty (Q5039321) (← links)
- Solution of the inverse boundary value problem of heat transfer for an inhomogeneous ball (Q5048420) (← links)
- Almost solubility of classes of non-linear integral equations of the first kind on cones (Q5241544) (← links)
- On regularization of the nondifferential Kuhn-Tucker theorem in a nonlinear problem for constrained extremum (Q5871453) (← links)
- Variation method solving of the inverse problems for Schrödinger-type equation (Q6085039) (← links)
- Source and coefficient inverse problems for an elliptic equation in a rectangle (Q6122391) (← links)
- Artificial intelligence for COVID-19 spread modeling (Q6126477) (← links)
- On the error in determining the protective layer boundary in the inverse heat problem (Q6586494) (← links)
- On mathematical models of COVID-19 pandemic (Q6587454) (← links)
- Solving some inverse problems of gravimetry and magnetometry using an algorithm that improves matrix conditioning (Q6654903) (← links)
- Perturbation method and regularization of the Lagrange principle in nonlinear constrained optimization problems (Q6661392) (← links)
