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Reduced order modeling for elliptic problems with high contrast diffusion coefficients

Mathematics

Reduced order modeling for elliptic problems with high contrast diffusion coefficients

A. Cohen, W. Dahmen, et al.

This groundbreaking research by Albert Cohen, Wolfgang Dahmen, Matthieu Dolbeault, and Agustin Somacal delves into reduced order modeling for parametric elliptic PDEs with high contrast diffusion coefficients. The study challenges common assumptions by exploring uniform approximation and error estimates, crucial for advancing our understanding in complex diffusion scenarios.

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Playback language: English
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