Rakesh - Department of Mathematical Sciences, University of Delaware

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Rakesh - Department of Mathematical Sciences, University of Delaware

Trace identities for solutions of the wave equation with initial data supported in a ball
AN INVERSE PROBLEM FOR THE WAVE EQUATION WITH A TIME DEPENDENT COEFFICIENT
Recovering a function from its spherical mean values in two and three dimensions
A remark on unique continuation along and across lower dimensional planes for the wave equation
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
Inversion of spherical means and the wave equation in even dimensions.
A One Dimensional Inverse Problem For A Hyperbolic System With Complex Coefficients 410 Ewing Hall
INVERSION OF SPHERICALLY SYMMETRIC POTENTIALS FROM BOUNDARY DATA FOR THE WAVE EQUATION
AN INVERSE PROBLEM FOR THE WAVE EQUATION IN THE HALF PLANE
AN INVERSE IMPEDANCE TRANSMISSION PROBLEM FOR THE WAVE EQUATION
NUMERICAL SOLUTION OF A TIMELIKE CAUCHY PROBLEM FOR THE WAVE Michael Klibanov
RECONSTRUCTION FOR AN INVERSE PROBLEM FOR THE WAVE EQUATION WITH CONSTANT VELOCITY
An inverse problem for a layered medium with a point source Department of Mathematics
POTENTIAL INVERSION FROM TRANSMISSION DATA FOR THE ONE DIMENSIONAL WAVE EQUATION
Stability for an inverse problem for a two speed hyperbolic pde in one space dimension
The d-th linear polarization constant of Rd Yuk J. Leung
The spherical mean value operator with centers on a sphere
Inverse problems for the wave equation with a single coincident source-receiver pair
Optimal Ellipsoids and Decomposition of Positive Definite Matrices Yuk J Leung, Wenbo V Li
CHARACTERIZATION OF TRANSMISSION DATA FOR WEBSTER'S HORN EQUATION 410 Ewing Hall