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Author

A. Kalev

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Preprint Aug 2026

Quantum algorithm for differential equations via permutation matrix representation with application to the Burgers equation

A quantum algorithm for solving the dynamics of the nonlinear viscous Burgers equation is developed and it is shown that the algorithm scales with the off-diagonal norm of the Carleman generator instead of the matrix norm, which can be advantageous for other generators that are diagonally dominant.

Hriday Sabharwal, A. Kalev, Itay Hen · 0 citations

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