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Rectangles in latin squares
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To get another from a given latin square, we have to change at least 4 entries. We show how to find these entries and how to change them.
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Cited by 3 Pith papers
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Hybrid Iterative Neural Low-Regularity Integrator for Nonlinear Dispersive Equations
A hybrid solver-neural framework achieves global error O(τ^γ ln(1/τ)) for nonlinear dispersive equations by training a lightweight network on the residual defect inside the solver loop while preserving uniform stability.
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Hybrid Iterative Neural Low-Regularity Integrator for Nonlinear Dispersive Equations
HIN-LRI augments a low-regularity integrator with a latent-manifold neural correction trained end-to-end on trajectory error to improve accuracy on nonlinear dispersive equations with rough data.
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Hybrid Iterative Neural Low-Regularity Integrator for Nonlinear Dispersive Equations
HIN-LRI augments low-regularity integrators with a neural correction term trained end-to-end via solver-in-the-loop to achieve a global error bound of order τ^γ ln(1/τ) and improved accuracy on dispersive PDE benchmarks.
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