A variational quantum linear solver is coupled to finite element discretizations by an element-wise unitary decomposition, verified on 1D heat problems up to 7 qubits but with strong scaling barriers.
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An Implementation of the Finite Element Method in Hybrid Classical/Quantum Computers
A variational quantum linear solver is coupled to finite element discretizations by an element-wise unitary decomposition, verified on 1D heat problems up to 7 qubits but with strong scaling barriers.