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Keyword [Regularization methods]
Result: 1 - 20 | Page: 1 of 5
1. Studies On Lagrangian Regularization Approach And Primal-Dual Algorithms For Linear Programs
2. Regularization Methods For Several Inverse Problems Related To Heat Conduction In Symmetric Region
3. Regularization Methods And Optimality Analysis For Inverse Boundary Value Problems
4. Some Newton-Type Regularization Methods With Double Parameters For Solving Nonlinear Ill-Posed Problems
5. Theoretical Research On Some Problems Of Variational Data Assimilation Method, Variational Optimization Analysis And Hydrodynamical Stability
6. The Study Of The Regularization Methods For Two Classes Of Ill-posed Problems
7. A Class Of New-type Regularization Methods For Several Inverse Source Problems From Multispectral Bioluminescence Tomography
8. Regularization Methods For Some Ill-posed Problems
9. Regularization Methods Of Inverse Problems Of Parameter Identification Of Partial Differential Equation
10. Inverse Acoustic Scattering Problems With Impedance Boundary Conditions
11. Three Regularization Methods For Backward Heat Conduction Problems With Convection Term
12. Application Of Quadrature Methods And Regularization Methods To The Numerical Solution Of First Kind Volterra Integral Equations With Weakly Singular Kernels
13. Regularization Methods To The Identification Of Source Term In One Dimensional Heat Equation
14. Some Regularization Methods For The Cauchy Problem For The Helmholtz Equation In The Rectangular Region
15. Two Regularization Methods For Analytic Continuation
16. Integral Equation Methods For Two-Dimensional Scattering Problem And Their Numerical Realization
17. Several Regularization Methods For A Backward Heat Equation With Robin Boundary Conditions
18. Quasi-reversibility Regularization Methods For The Cauchy Problem Of Elliptic Equations
19. Some Regularization Methods For The One-dimensional Time Fractional Derivative Inverse Heat Conduction Problem
20. The Research Of Downward Continuation Of Regularization Methods For Gravitational Field Based On The Depth Change
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