Pages that link to "Item:Q836752"
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The following pages link to Regularization properties of Tikhonov regularization with sparsity constraints (Q836752):
Displaying 19 items.
- Projected gradient iteration for nonlinear operator equation (Q633958) (← links)
- Image reconstruction for diffuse optical tomography based on radiative transfer equation (Q738275) (← links)
- Non-convex sparse regularisation (Q847742) (← links)
- Sparse recovery by the standard Tikhonov method (Q1027737) (← links)
- On the parameter estimation problem of magnetic resonance advection imaging (Q1673809) (← links)
- Sparsity-homotopy perturbation inversion method with wavelets and applications to Black-Scholes model and Todaro model (Q1792826) (← links)
- Oversmoothing regularization with \(\ell^1\)-penalty term (Q2127828) (← links)
- Tikhonov regularization with \({\ell^{0}}\)-term complementing a convex penalty: \({\ell^{1}}\)-convergence under sparsity constraints (Q2316708) (← links)
- A Tikhonov-based projection iteration for nonlinear ill-posed problems with sparsity con\-straints (Q2503143) (← links)
- Sparsity-enforcing regularisation and ISTA revisited (Q2832548) (← links)
- Multi-parameter Tikhonov regularization with the \(\ell^0\) sparsity constraint (Q2852298) (← links)
- Approximation of penalty terms in Tikhonov functional-theory and applications in inverse problems (Q2874802) (← links)
- Mathematical Imbalance Determination from Vibrational Measurements and Industrial Applications (Q3006956) (← links)
- Norm sensitivity of sparsity regularization with respect to <i>p</i> (Q3144017) (← links)
- On ℓ 1 -Regularization Under Continuity of the Forward Operator in Weaker Topologies (Q4554173) (← links)
- The two-point gradient methods for nonlinear inverse problems based on Bregman projections (Q5000586) (← links)
- A projected homotopy perturbation method for nonlinear inverse problems in Banach spaces (Q6085044) (← links)
- Characterizations of adjoint Sobolev embedding operators with applications in inverse problems (Q6146168) (← links)
- Representation of operators using fusion frames (Q6185687) (← links)
