Thomas Leurent

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— The optimization, control, and characterization of engineering components or systems require fast, repeated, and accurate evaluation of a partial-differential-equation-induced input – output relationship. We present a technique for the rapid and reliable prediction of linear–functional outputs of el-liptic partial differential equations with affine(More)
This thesis presents a two-stage offline/online blackbox reduced basis method for the prediction of outputs of interest of elliptic partial differential equations. The methods are more specifically applied to a the microtruss plate problem modeled with linear elasticity. The microtruss plate studied is a simplified version of a cutting-edge structure for(More)
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