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Certification of fixed computation time first-order optimization-based controllers for a class of nonlinear dynamical systems

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A Class Of Mean Field Interaction Models for Computer and Communication Systems

Jean-Yves Le Boudec

We consider models of

N

interacting objects, where the interaction is via a common resource and the distribution of states of all objects. We consider the case where the number of transitions per time slot per object vanishes as

N

grows. We show that, ...

2008

Certification of fixed computation time first-order optimization-based controllers for a class of nonlinear dynamical systems

Graph Chatbot

Chattez avec Graph Search

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A Class Of Mean Field Interaction Models for Computer and Communication Systems

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A Globally Convergent Algorithm for the Run-to-Run Control of Systems with Sector Nonlinearities

Robust Ultrasound Travel-time Tomography Using the Bent Ray Model

Estimating interdependences in networks of weakly coupled deterministic systems

Steady-state Solutions in Mathematical Models of Atrial Cell Electrophysiology and their Stability

A multi-iterate method to solve systems of nonlinear equations

Event-based reduced-attention predictive control for nonlinear uncertain systems

Symmetric and non-symmetric discontinuous Galerkin methods stabilized using bubble enrichment

A Class Of Mean Field Interaction Models for Computer and Communication Systems

Demosaicking by Alternating Projections: Theory and Fast One-Step Implementation