Preferential Estimation for Uncertain Linear Systems at Steady State: Application to Filamentous Fungal Fermentation

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We introduce a high-order spline geometric approach for the initial boundary value problem for Maxwell's equations. The method is geometric in the sense that it discretizes in structure preserving fashion the two de Rham sequences of differential forms inv ...

Preferential Estimation for Uncertain Linear Systems at Steady State: Application to Filamentous Fungal Fermentation

Chattez avec Graph Search

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Critical degeneracy in a nonlinear hyperbolic equation can produce atypical instability

ZigZag: Universal Sampling-free Uncertainty Estimation Through Two-Step Inference

Resampling estimation of discrete choice models

Experimental Validation of a Unified and Linear State Estimation Method for Hybrid AC/DC Microgrids

Data-driven IQC-Based Robust Control Design for Hybrid Micro-disturbance Isolation Platform

Timing and spatial selection bias in rapid extreme event attribution

Data-Driven Control and Optimization under Noisy and Uncertain Conditions

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Stochastic adaptive resampling for the estimation of discrete choice models

On double-descent in uncertainty quantification in overparametrized models

Reliability analysis and partial safety format calibration considering the characteristics of the resistance of reinforced concrete structures

Regularization for distributionally robust state estimation and prediction

State-Based Versus Time-Based Estimation of the Gait Phase for Hip Exoskeletons in Steady and Transient Walking

Uncertainty-aware Flexibility Envelope Prediction in Buildings with Controller-agnostic Battery Models

High order geometric methods with splines: fast solution with explicit time-stepping for Maxwell equations