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This page lists the preprints associated with this programme only.
A full list is also available, with details of how to submit relevant papers and how to acknowledge INI.

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Authors Title Attachments
RVN Melnik; M Willatzen Spurious solutions in the multiband effective mass theory applied to low dimensional nanostructures PDF icon ni09006.pdf
S Langdon High frequency scattering by convex curvilinear polygons PDF icon ni08012.pdf
I Perugia Plane wave discontinuous Galerkin methods PDF icon ni07088.pdf
S Langdon Condition number estimates for combined potential boundary integral operators in acoustic scattering PDF icon ni07067.pdf
IV Kamotski Homogenization of spectral problems in bounded domains with doubly high contrasts PDF icon ni07063.pdf
D Cohen Multi-symplectic integration of the Camassa-Holm equation PDF icon ni07051.pdf
A Abdulle; W E Effectiveness of implicit methods for stiff stochastic differential equations PDF icon ni07050.pdf
A Abdulle Finite element heterogeneous multiscale methods with near optimal computational complexity PDF icon ni07049.pdf
G Ariel A multiscale method for highly oscillatory ordinary differential equations with resonance PDF icon ni07046.pdf
E Hairer; A Razakarivony Achieving Brouwer's law with implicit Runge-Kutta methods PDF icon ni07045.pdf
E Zuazua An alternating descent method for the optimal control of the inviscid Burgers equation in the presence of shocks PDF icon ni07040.pdf
G Teschl Stability of the periodic Toda lattice under short range perturbations PDF icon ni07032.pdf
LI Ignat; E Zuazua Convergence of a two-grid algorithm for the control of the wave equation PDF icon ni07031.pdf
D Cohen; E Hairer Conservation of energy, momentum and actions in numerical discretizations of nonlinear wave equations PDF icon ni07029.pdf
E Hairer Spectral semi-discretisations of weakly nonlinear wave equations over long times PDF icon ni07026.pdf
E Zuazua Perfectly matched layers in 1-d : energy decay for continuous and semi-discrete waves PDF icon ni07024.pdf
D Cohen; E Hairer Long-time analysis of nonlinearly perturbed wave equations via modulated Fourier expansions PDF icon ni07009.pdf
V Dominguez A hybrid numerical-asymptotic boundary integral method for high-frequency acoustic scattering PDF icon ni07004.pdf
University of Cambridge Research Councils UK
    Clay Mathematics Institute London Mathematical Society NM Rothschild and Sons