A monotone operator is built whose fixed point is the drift coefficient, enabling uniqueness in an admissible class and a convergent iterative reconstruction from terminal data in a 2D parabolic equation.
Nitsches method for parabolic partial differential equations with mixed time varying boundary conditions
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A monotone iterative reconstruction method for an inverse drift problem in a two-dimensional parabolic equation
A monotone operator is built whose fixed point is the drift coefficient, enabling uniqueness in an admissible class and a convergent iterative reconstruction from terminal data in a 2D parabolic equation.