The concept of supply chain resilience continues to attract both industry and research
experts in the field of energy. These stakeholders continue to tackle disruptions to supply …

We study optimal control problems for time-fractional diffusion equations on metric graphs,
where the fractional derivative is considered in the Caputo sense. Using eigenfunction …

We study the transient optimization of gas transport networks including both discrete controls
due to switching of controllable elements and nonlinear fluid dynamics described by the …

We study problems of optimal boundary control with systems governed by linear hyperbolic
partial differential equations. The objective function is quadratic and given by an integral …

We consider nonoverlapping domain decomposition methods for p-type ordinary and partial
differential equations and corresponding optimal control problems on metric graphs. As an …

We propose a trust-region method that solves a sequence of linear integer programs to
tackle integer optimal control problems regularized with a total variation penalty. The total …

In this paper, we study the transient optimization of gas networks, focusing in particular on
maximizing the storage capacity of the network. We include nonlinear gas physics and …

To counter the volatile nature of renewable energy sources, gas networks take a vital role.
But, to ensure fulfillment of contracts under these circumstances, a vast number of possible …

Potential‐based flows are an extension of classical network flows in which the flow on an arc
is determined by the difference of the potentials of its incident nodes. Such flows are unique …

We analyze integer linear programs that we obtain after discretizing two-dimensional
subproblems arising from a trust-region algorithm for mixed integer optimal control problems …