Abstract
An algorithm for identification of unknown parameters of nonlinear
heat conductivity equations is proposed. Solutions of equations observed
with an error are input data of the algorithm. Finite dimensional
approximations of input signals and their derivatives are used. The
algorithm utilizes the idea of the direct minimization of the residual
of equations written in an appropriate variational form. The convergence
of the algorithm output to the set of all parameters compatible with
the exact...
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