Pages that link to "Item:Q517969"
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The following pages link to The cost of the control in the case of a minimal time of control: the example of the one-dimensional heat equation (Q517969):
Displaying 12 items.
- A link between the cost of fast controls for the 1-D heat equation and the uniform controllability of a 1-D transport-diffusion equation (Q447885) (← links)
- \(L^p\) and \(L^\infty\) norm estimates of the cost of the controllability for heat equations (Q839762) (← links)
- Two results on exact boundary control of parabolic equations (Q1056900) (← links)
- Uniform null controllability of a fourth-order parabolic equation with a transport term (Q1998748) (← links)
- Analytic properties of heat equation solutions and reachable sets (Q2163303) (← links)
- Pointwise controllability for degenerate parabolic equations by the moment method (Q2174264) (← links)
- Unexpected quadratic behaviors for the small-time local null controllability of scalar-input parabolic equations (Q2310801) (← links)
- From internal to pointwise control for the 1D heat equation and minimal control time (Q2338201) (← links)
- Sharp estimates of the one-dimensional boundary control cost for parabolic systems (Q4965236) (← links)
- Local controllability of the bilinear 1D Schrödinger equation with simultaneous estimates (Q6099187) (← links)
- Analysis of non scalar control problems for parabolic systems by the block moment method (Q6122511) (← links)
- Sharp estimates for biorthogonal families to exponential functions associated to complex sequences without gap conditions (Q6192574) (← links)
