In this paper, a nonlinear inverse problem of parabolic type, is considered. By reducing this inverse problem to a system of Volterra integral equations the existence, uniqueness, and stability of the solution will be shown.
. (2000). SOLUTION OF AN INVERSE PARABOLIC PROBLEM WITH UNKNOWN
SOURCE-FUNCTION AND NONCONSTANT DIFFUSIVITY VIA THE INTEGRAL
EQUATION METHODS. (e31830). Journal of Sciences, Islamic Republic of Iran, 11(4), e31830
MLA
. "SOLUTION OF AN INVERSE PARABOLIC PROBLEM WITH UNKNOWN
SOURCE-FUNCTION AND NONCONSTANT DIFFUSIVITY VIA THE INTEGRAL
EQUATION METHODS" .e31830 , Journal of Sciences, Islamic Republic of Iran, 11, 4, 2000, e31830.
HARVARD
. (2000). 'SOLUTION OF AN INVERSE PARABOLIC PROBLEM WITH UNKNOWN
SOURCE-FUNCTION AND NONCONSTANT DIFFUSIVITY VIA THE INTEGRAL
EQUATION METHODS', Journal of Sciences, Islamic Republic of Iran, 11(4), e31830.
CHICAGO
, "SOLUTION OF AN INVERSE PARABOLIC PROBLEM WITH UNKNOWN
SOURCE-FUNCTION AND NONCONSTANT DIFFUSIVITY VIA THE INTEGRAL
EQUATION METHODS," Journal of Sciences, Islamic Republic of Iran, 11 4 (2000): e31830,
VANCOUVER
. SOLUTION OF AN INVERSE PARABOLIC PROBLEM WITH UNKNOWN
SOURCE-FUNCTION AND NONCONSTANT DIFFUSIVITY VIA THE INTEGRAL
EQUATION METHODS. J. Sci. I. R. I.. 2000;11(4):e31830.