## Articles in peer-reviewed journals

### Preprints

### Published articles

- S. Dweik,
G. Mazanti.
Sharp semi-concavity in a non-autonomous control problem and L
^{p} estimates in an optimal-exit MFG.
*NoDEA Nonlinear Differential Equations Appl.*, 27(2):paper number 11, 2020.

[doi]
[arXiv]
[cvgmt]
[HAL]
[BibTeX] - Y. Chitour,
G. Mazanti,
M. Sigalotti.
Approximate and exact controllability of linear difference equations.
*J. Éc. polytech. Math.*, 7:93–142, 2020.

[doi]
[arXiv]
[HAL]
[BibTeX] - G. Mazanti, F. Santambrogio.
Minimal-time mean field games.
*Math. Models Methods Appl. Sci.*, 29(8):1413–1464, 2019.

[doi]
[arXiv]
[cvgmt]
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[BibTeX] - F. Colonius,
G. Mazanti.
Decay rates for stabilization of linear continuous-time systems with random switching.
*Math. Control Relat. Fields*, 9(1):39–58, 2019.

[doi]
[arXiv]
[HAL]
[BibTeX] - G. Mazanti.
Relative controllability of linear difference equations.
*SIAM J. Control Optim.*, 55(5):3132–3153, 2017.

[doi]
[arXiv]
[HAL]
[BibTeX] - Y. Tang,
G. Mazanti.
Stability analysis of coupled linear ODE-hyperbolic PDE systems with two time scales.
*Automatica J. IFAC*, 85:386–396, 2017.

[doi]
[HAL]
[BibTeX] - Y. Chitour,
G. Mazanti,
M. Sigalotti.
Persistently damped transport on a network of circles.
*Trans. Amer. Math. Soc.*, 369(6):3841–3881, 2017.

[doi]
[arXiv]
[HAL]
[BibTeX] - Y. Chitour,
G. Mazanti,
M. Sigalotti.
Stability of non-autonomous difference equations with applications to transport and wave propagation on networks.
*Netw. Heterog. Media*, 11(4):563–601, 2016.

[doi]
[arXiv]
[HAL]
[BibTeX] - G. Mazanti.
Stabilization of persistently excited linear systems by delayed feedback laws.
*Systems Control Lett.*, 68:57–67, 2014.

[doi]
[HAL]
[BibTeX] - G. Mazanti,
Y. Chitour,
M. Sigalotti.
Stabilization of two-dimensional persistently excited linear control systems with arbitrary rate of convergence.
*SIAM J. Control Optim.*, 51(2):801–823, 2013.

[doi]
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## Articles in conference proceedings

### Preprints

## Book chapters

- Y. Chitour,
G. Mazanti,
M. Sigalotti.
Stabilization of persistently excited linear systems. In J. Daafouz, S. Tarbouriech,
M. Sigalotti, editors,
*Hybrid Systems with Constraints*, chapter 4. Wiley–ISTE, London,
UK, 2013.

[doi]
[pdf]
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