A new entropy-compatible neural network method for scalar conservation laws is developed with explicit L1 convergence rates O(h^{1/2}) for shock-containing piecewise smooth entropy solutions.
Transactions of the American Mathematical Society 350(7), 2847–2870 (1998)
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A neural network method for scalar conservation laws with convergence rates for shock-wave solutions
A new entropy-compatible neural network method for scalar conservation laws is developed with explicit L1 convergence rates O(h^{1/2}) for shock-containing piecewise smooth entropy solutions.