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Tamasan, Alexandru C. - Department of Mathematics, University of Central Florida
GAUGE EQUIVALENCE IN STATIONARY RADIATIVE TRANSPORT THROUGH MEDIA
Contemporary Mathematics Optical Tomography in Weakly Anisotropic Scattering
RECONSTRUCTION OF PLANAR CONDUCTIVITIES IN SUBDOMAINS FROM INCOMPLETE DATA
INVERSE SOURCE PROBLEMS IN TRANSPORT EQUATIONS GUILLAUME BAL AND ALEXANDRU TAMASAN
UNIQUENESS AND NON-UNIQUENESS IN INVERSE RADIATIVE PLAMEN STEFANOV AND ALEXANDRU TAMASAN
STABILITY OF THE GAUGE EQUIVALENT CLASSES IN INVERSE STATIONARY TRANSPORT IN REFRACTIVE MEDIA
LOCAL RECONSTRUCTION OF PLANAR CONDUCTIVITIES FROM INCOMPLETE INTERIOR DATA
Inverse Problems and Imaging doi:10.3934/ipi.2010.4.xx Volume , No. 0, 201X, XXXX
Tomographic reconstruction of vector fields in variable background media
Communications in Partial Differential Equations, (), 128 (2003) RECONSTRUCTION OF LESS REGULAR
CURRENT DENSITY IMPEDANCE IMAGING ADRIAN NACHMAN, ALEXANDRU TAMASAN, AND ALEXANDER TIMONOV
Extremal Solutions for the Discontinuous Delay-Equations
Recovering the conductivity from a single measurement of interior data
On the Scattering Method for the -equation and Reconstruction of Convection Coefficients
An Inverse Boundary Value Problem in 2D Transport Alexandru Tamasan
Differentiability with Respect to Lag Function for Nonlinear Pantograph Equations
Conductivity imaging by the method of characteristics in the 1-Laplacian
