21 citations · 25 across the 3 of their papers we have counts for
3 papers
math.NA2019★ 2 cited
To the numerical solution of the inverse multi-frequency scalar acoustics problem
A. B. Bakushinsky, A. S. Leonov
A new algorithm is proposed for solving the three-dimensional scalar inverse problem of acoustic sounding in an inhomogeneous medium. The data for the algorithm are the complex amp…
math.NA2017★ 2 cited
Economic numerical method of solving coefficient inverse problem for 3D wave equation
A. S. Leonov, A. B. Bakushinsky
An inverse problem of acoustic sounding is under consideration in a form of 3D inverse coefficient problem for wave equation. Unknown coefficient is the local propagation velocity…
math.FA2009★ 21 cited
The Schur l1 Theorem for filters
Antonio Avilés, Bernardo Cascales, Vladimir Kadets +1
We study the classes of filters F on N such that the weak and strong F-convergence of sequences in l1 coincide. We study also an analogue of l1 weak sequential completeness theorem…