A Generalized Neural Operator that conditions on PDE parameters and boundary conditions achieves state-of-the-art normalized MSE on parametric boundary-value problems while matching numerical solver inference speed.
The 'scalar' poincar \'e --steklov operator and the 'vector' one: algebraic structures which underlie their duality
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Generalized Neural Operator for Parametric and Boundary-Value Problems
A Generalized Neural Operator that conditions on PDE parameters and boundary conditions achieves state-of-the-art normalized MSE on parametric boundary-value problems while matching numerical solver inference speed.