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Optimal sensor location for wave and Schrödinger equations 

Privat, Y.; Trélat, E.; Zuazua, E. (2014-12-31)
This paper summarizes the research we have carried out recently on the problem of the optimal location of sensors and actuators for wave equa- tions, which has been the object of the talk of the third author at the Hyp2012 ...
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Optimal shape and location of sensors or actuators in PDE models 

Privat, Y.; Trélat, E.; Zuazua, E. (2014-12-31)
We investigate the problem of optimizing the shape and location of sensors and actuators for evolution systems driven by distributed parameter systems or partial differential equations (PDE). We consider wave, Schrödinger ...
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The turnpike property infinite-dimensional nonlinear optimal control 

Trélat, E.; Zuazua, E. (2014-12-31)
Turnpike properties have been established long time ago in finite-dimensional optimal control problems arising in econometry. They refer to the fact that, under quite general assumptions, the optimal solutions of a given ...

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Author
Trélat, E. (3)
Zuazua, E. (3)
Privat, Y. (2)SubjectActuators (1)Distributed parameter systems (1)Evolution systems (1)Linear systems (1)Observability (1)Optimization (1)Partial differential equations (1)Partial differential equations (PDE) (1)Partial observation (1)Quantum ergodicity (1)... másFecha
2014 (3)

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