Работы, на которые ссылается эта работа

Работ: 14

Работа: Inverse problem of determining the one-dimensional kernel of the viscoelasticity equation in a bounded domain

Inverse Problems for Identification of Memory Kernels in Viscoelasticity
Jaan Janno, Lothar von Wolfersdorf
Статья1997Цитирований: 29
ABI
An identification problem related to a nonlinear hyperbolic integro-differential equation
Alfredo Lorenzi
Статья1994Цитирований: 19
ABI
Inverse Problems of Mathematical Physics
V. G. Romanov
Книга1986Цитирований: 19
ABI
Global solvability of an inverse problem for an integro-differential equation of electrodynamics
D. K. Durdiev
СтатьяNumerical methods in inverse problemsDifferential Equations2008Цитирований: 17
ABI
Direct and inverse problems in the theory of materials with memory
Alfredo Lorenzi, E. Paparoni
Статья1992Цитирований: 17
ABI
Inverse problems in mathematical physics
V. B. Glasko
Статья1984Цитирований: 14
ABI
Identification problems related to electro-magneto — elastic interactions
Alfredo Lorenzi, Viatcheslav Priimenko
Статья1996Цитирований: 7
ABI
Recovering two Lamé kernels in a viscoelastic system
Alfredo Lorenzi, V. G. Romanov
Статья2011Цитирований: 7
ABI
Inverse problems of memory reconstruction
A. L. Bukhgeĭm
Статья1993Цитирований: 5
ABI
Two methods for the inverse problem of memory reconstruction
A. L. Bukhgeĭm, N. I. Kalinina, V. B. Kardakov
Статья2000Цитирований: 5
ABI
Recovering a Lamé kernel in a viscoelastic system
Alfredo Lorenzi, Francesca Messina, V. G. Romanov
Статья2007Цитирований: 4
ABI
Stability of memory reconstruction from the Dirichlet-to-Neumann operator
A. L. Bukhgeĭm, Gleb Dyatlov, Victor Isakov
Статья1997Цитирований: 3
ABI
Uniqueness in one inverse problem of memory reconstruction
A. L. Bukhgeĭm, Gleb Dyatlov
Статья1996Цитирований: 3
ABI
Global convergence of the newton method in the inverse problems of memory reconstruction
A. L. Bukhgeĭm, N. I. Kalinina
Статья1997Цитирований: 3
ABI