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Preprint
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B. Leimkuhler , T. P. , T. Vlaar , and A. Storkey,
Constraint-based regularization of neural networks,
arXiv:2006.10114, 2020.
Journal Articles
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A. Abdulle and T. P.,
Effective models and numerical homogenization for wave propagation in heterogeneous media on arbitrary timescales,
Foundations of Computational Mathematics (2020) : pp. 1–43.
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A. Abdulle and T. P.,
Effective models for long time wave propagation in locally periodic media,
SIAM Journal on Numerical Analysis, 56 (2018) : pp. 2701–2730.
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A. Abdulle and T. P.,
Effective models for the multidimensional wave equation in heterogeneous media over long time and numerical homogenization,
Mathematical Models and Methods in Applied Sciences, 26 (2016) : pp. 2651–2684.
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A. Abdulle and T. P.,
A priori error analysis of the finite element heterogeneous multiscale method for the wave equation over long time,
SIAM Journal on Numerical Analysis, 54 (2016), 1507–1534.
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S. Coutu, T. P., P. Queloz, and N. Vernaz,
Integrated stochastic modeling of pharmaceuticals in sewage networks,
Stochastic Environmental Research and Risk Assessment, 30 (2016) : pp. 1087–1097.
Conference Proceeding
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A. Abdulle, Y. Bai, and T. P.,
Reduced basis numerical homogenization method for the multiscale wave equation,
in Numerical Mathematics and Advanced Applications – ENUMATH 2013, pp. 397–405.
Springer International Publishing, 2015.
Thesis
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T. P.,
Effective models and numerical homogenization methods for long time wave propagation in heterogeneous media,
Doctoral dissertation, École Polytechnique Fédérale de Lausanne, Lausanne, 2017.