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Researchers have developed summation-by-parts numerical schemes that exactly conserve the energy invariants of two dispersive ...

Asymptotic numerical methods have emerged as powerful tools for solving strongly nonlinear structural mechanics problems that involve large deformations, bifurcations and complex post-buckling ...

Researchers have extended the interpolative dynamical low-rank approximation to quantized tensor trains, enabling higher ...

formulate and apply the methods listed; derive standard forms of the methods in simple settings; analyze their convergence, stability, accuracy, or sensitivity as ...