Pages that link to "Item:Q2352136"
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The following pages link to Some considerations of the invertibility verifications for linear elliptic operators (Q2352136):
Displaying 10 items.
- An alternative approach to norm bound computation for inverses of linear operators in Hilbert spaces (Q1736168) (← links)
- Inverse norm estimation of perturbed Laplace operators and corresponding eigenvalue problems (Q2074125) (← links)
- Some improvements of invertibility verifications for second-order linear elliptic operators (Q2174959) (← links)
- A new formulation using the Schur complement for the numerical existence proof of solutions to elliptic problems: without direct estimation for an inverse of the linearized operator (Q2217873) (← links)
- Verified norm estimation for the inverse of linear elliptic operators using eigenvalue evaluation (Q2257618) (← links)
- Some lower bound estimates for resolvents of a compact operator on an infinite-dimensional Hilbert space (Q2293609) (← links)
- An improved method for verifying the existence and bounds of the inverse of second-order linear elliptic operators mapping to dual space (Q2318498) (← links)
- A numerical method to verify the invertibility of linear elliptic operators with applications to nonlinear problems (Q2487204) (← links)
- Some Remarks on the Rigorous Estimation of Inverse Linear Elliptic Operators (Q2803604) (← links)
- Efficient approaches for verifying the existence and bound of inverse of linear operators in Hilbert spaces (Q6101884) (← links)