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Commit 251ec35a authored by Marcus Thelander Andrén's avatar Marcus Thelander Andrén
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Update README.md

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This project contains files demonstrating a numerical method for obtaining the
optimal trigger bound for a linear reset system.
#Project Description
This project contains supplemental code for the article:
For details, see related submission: M.T Andrén, B.Bernhardsson, A.Cervin and
K. Soltesz, "On Event-Based Sampling for H2-Optimal Control", Submitted to
56th IEEE Conf. on Decision and Control, 2017.
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M.T Andrén, B.Bernhardsson, A.Cervin and K. Soltesz,
"On Event-Based Sampling for H2-Optimal Control", In Proc. 56th IEEE Conf.
on Decision and Control, Melbourne, Australia, 2017
It demonstrates a numerical method for computing the optimal event-based sampling
scheme for the continious-time LQG problem. The problem is related to an elliptic
convection--diffusion type of partial-differential equation (PDE) with free
boundary, a so called Stefan problem. The solution to this PDE is a value
function $V$, from which the optimal sampling scheme can be determined.
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