Exact Controllability of the Superlinear Heat Equation

By Viorel Barbu. 2000

66 citations recorded by the source corpus.

Subfields: Computational Theory and Mathematics, Control and Systems Engineering, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/f7789de206c2ac000ae1483e55d90ccd6000c90b

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In Computational Theory and Mathematics

1. Pierre Lissy
2. Michel Duprez

In Control and Systems Engineering

1. Pierre Lissy
2. Michel Duprez

In Mathematical Physics

1. Pierre Lissy
2. Michel Duprez

Citations in the corpus

• Indirect controllability of some linear parabolic systems of m equations with m − 1 controls involving coupling terms of zero or first order (2016, methodology): “ keKs0α ∗vk W2,1 2 (QT)m 6eC(1+T+1/T5)ky0k L2(Ω)m. (2.43) Proof of Proposition 2.4. We will use the usual duality method developed by Fursikov and Imanuvilov in [20] in the spirit of what was done in [23] to obtain more regular controls. Let y0 ∈ L2(Ω)mand ρbe the weight defined by ρ:= ξ7e−2s0α. Let ”