Unknown initial data, linear potentials and analytic nonlinearities in nonlinear Kirchhoff plate equations are uniquely and stably recoverable from active or passive boundary measurements.
Journal of Differential Equations , volume =
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Inverse problems for nonlinear Kirchhoff plate equations with multiple unknown parameters
Unknown initial data, linear potentials and analytic nonlinearities in nonlinear Kirchhoff plate equations are uniquely and stably recoverable from active or passive boundary measurements.