The analysis of a safety-critical system often requires detailed knowledge of safe regions and their highdimensional non-linear boundaries. We present a statistical approach to iteratively detect and characterize the boundaries, which are provided as parameterized shape candidates. Using methods from uncertainty quantification and active learning, we incrementally construct a statistical model from only few simulation runs and obtain statistically sound estimates of the shape parameters for safety boundaries
We present a model system for strongly nonlinear transition waves generated in a periodic lattice of...
Some sufficient conditions for consistency and asymptotic normality of a non-linear regression param...
National audienceWe present a new convex formulation for the problem of recovering lines in degraded...
Over the past ten years, Approximate Bayesian Computation (ABC) has become hugely popular to estimat...
International audienceThe analysis of spectra data deduced from proteomics studies in biology or inf...
The statistical model plays an important role in BAN radio propagation characterization. However, a ...
The density matrix renormalization group (DMRG) has an underlying variational ansatz, the matrix pro...
International audienceMany methods for estimating parametrically the intensity function for inhomoge...
International audienceWe present abstract acceleration techniques for computing loop invariants for ...
We consider PDE constrained optimization problems where the partial differential equation has uncert...
We employ linear wave theory to study long range attenuation of ocean waves caused by small, random ...
Author Institution: JILA, University of Colorado and National Institute of; Standards and Technology...
The proliferation of (low-cost) sensors provokes new challenges in data fusion. This is related to t...
We study the robustness of performance predictions of discrete- time finite-capacity queues by apply...
In this paper we develop a neoclassical growth model that aggregates different types of labor skills...
We present a model system for strongly nonlinear transition waves generated in a periodic lattice of...
Some sufficient conditions for consistency and asymptotic normality of a non-linear regression param...
National audienceWe present a new convex formulation for the problem of recovering lines in degraded...
Over the past ten years, Approximate Bayesian Computation (ABC) has become hugely popular to estimat...
International audienceThe analysis of spectra data deduced from proteomics studies in biology or inf...
The statistical model plays an important role in BAN radio propagation characterization. However, a ...
The density matrix renormalization group (DMRG) has an underlying variational ansatz, the matrix pro...
International audienceMany methods for estimating parametrically the intensity function for inhomoge...
International audienceWe present abstract acceleration techniques for computing loop invariants for ...
We consider PDE constrained optimization problems where the partial differential equation has uncert...
We employ linear wave theory to study long range attenuation of ocean waves caused by small, random ...
Author Institution: JILA, University of Colorado and National Institute of; Standards and Technology...
The proliferation of (low-cost) sensors provokes new challenges in data fusion. This is related to t...
We study the robustness of performance predictions of discrete- time finite-capacity queues by apply...
In this paper we develop a neoclassical growth model that aggregates different types of labor skills...
We present a model system for strongly nonlinear transition waves generated in a periodic lattice of...
Some sufficient conditions for consistency and asymptotic normality of a non-linear regression param...
National audienceWe present a new convex formulation for the problem of recovering lines in degraded...