BACCHELLI, VALERIA
BACCHELLI, VALERIA
A parabolic inverse problem with mixed boundary data. Stability estimates for the unknown boundary and impedance
2014-01-01 Bacchelli, Valeria; DI CRISTO, Michele; E., Sincich; S., Vesella
A problem of seakeeping
1994-01-01 Bacchelli, Valeria
Corrosion detection in a 2D domain with a polygonal boundary.
2010-01-01 Bacchelli, Valeria; A., Veneziani; S., Vessella
Determination of a source in a geophysical problem
2000-01-01 Pagani, CARLO DOMENICO; Bacchelli, Valeria
Determination of a source in a geopysical problem
2000-01-01 Bacchelli, Valeria; Pagani, CARLO DOMENICO
Lipschitz stability for a stationary 2D inverse problem with unknown polygonal boundary
2006-01-01 Bacchelli, Valeria; S., Vessella
Location of a gas source in a geophysical problem
2000-01-01 Bacchelli, Valeria; Pagani, CARLO DOMENICO
On the stability of an inverse problem in potential theory
1986-01-01 Bacchelli, Valeria; Verri, Maurizio
On the stability of an inverse problem in potential theory.
1986-01-01 Bacchelli, Valeria; Verri, Maurizio
Parameter identification for the linear wave equation with Robin boundary condition.
2018-01-01 Bacchelli, V.; Micheletti, S.; Perotto, S.; Pierotti, D.
Problemi singolari di Cauchy per l'equazione s=A(x,y)(z/((x+y)^{α}))+f(x,y,z)
1975-01-01 Bacchelli, Valeria; A., Martinolli
Stability of the level lines of solutions of a linear parabolic equation
1997-01-01 Bacchelli, Valeria
Sull'esistenza della soluzione di un problema di Cauchy per un'equazione iperbolica con discontinuità rispetto all'incognita
1976-01-01 Bacchelli, Valeria; A., Martinolli
Sulla trasformata di Mellin negli spazi H^{l}(0,∞) e H^{l₀}(0,∞)
1977-01-01 Bacchelli, Valeria
Uniqueness for the determination of unknown boundary and impedance with the homogeneous Robin condition
2009-01-01 Bacchelli, Valeria
Uniqueness in the inverse conductivity problem for thin imperfections weakly or strongly conducting
2003-01-01 Bacchelli, Valeria; Pagani, CARLO DOMENICO; Saleri, FAUSTO EMILIO
Uniqueness in the inverse conductivity problem for thin imperfections weakly or strongly conducting
2003-01-01 Bacchelli, Valeria; C. D., Pagani; F., Saleri