collaborators

6 papers

math.OC2026

The Global Asymptotic Stability Problem for Linear MPC Is Undecidable

Johan Löfberg

We prove that deciding global asymptotic stability for constrained finite-horizon linear model predictive control is undecidable. This holds at horizon one with identity state, inp…

math.CO2026

Second Order Zarankiewicz Number

Johan Löfberg, Liqun Qi

We introduce the \emph{second order Zarankiewicz number} for irreducible doubly simple biquadratic forms with , and the intermediate recursive-line paramet…

eess.SY2026

A kernel proof of the De Cock-De Moor Lyapunov identity

Jonas Gillberg, Johan Löfberg

We prove the rank-one Lyapunov spectral identity recorded as Problem 9.1 in the 2004 collection of unsolved problems in mathematical systems and control theory. Let solve t…

math.OC2026

Exact and Asymptotic Values for Weak Limited Augmented Zarankiewicz Numbers in the Case

Liqun Qi, Johan Löfberg, Yannan Chen

We determine the exact weak limited augmented Zarankiewicz numbers for all : \[ z_{wL}(m,3)= \begin{cases} m+3+\left\lceil \dfrac{m}{2}\right\rceil+1, & 9\le…

math.OC2026

Sparse Feedback Implementation for Sender-Receiver Transportation Linear-Quadratic Control

Anders Hansson, Johan Löfberg

We study a sparse linear-quadratic problem for transportation dynamics. The sparsity pattern has a natural directed-graph representation in which vertices are storage locations and…

eess.SY2026

A characteristic function framework for chance constraint programming in stochastic model predictive control

Yuwei Ying, Johan Löfberg, Anders Hansson

The computation of chance constraints in stochastic model predictive control is often numerically challenging due to the non-Gaussian nature of the disturbances. To overcome this p…