Zobrazeno 1 - 10
of 4 783
pro vyhledávání: '"Sabatini M. A.."'
Autor:
Sabatini, M., Palmerini, G.B.
Publikováno v:
In Acta Astronautica January 2023 202:1-8
Autor:
Angeletti, F. *, Iannelli, P. *, Gasbarri, P. *, Gonzalez, J. A. Perez, Ellero, N., Wattrelot, T., Ankersen, F., Sabatini, M. *, Celani, F. *, Palmerini, G.B. *
Publikováno v:
In IFAC PapersOnLine 2022 55(25):85-90
Autor:
Hussein M, Maglakelidze M, Richards DA, Sabatini M, Gersten TA, Lerro K, Sinielnikov I, Spira A, Pritchett Y, Antal JM, Malik R, Beck JT
Publikováno v:
Cancer Management and Research, Vol Volume 13, Pp 6207-6218 (2021)
Maen Hussein,1 Marina Maglakelidze,2 Donald A Richards,3 Marielle Sabatini,4 Todd A Gersten,5 Keith Lerro,6 Ivan Sinielnikov,7 Alexander Spira,8,9 Yili Pritchett,10 Joyce M Antal,10 Rajesh Malik,10 J Thaddeus Beck11 1Florida Cancer Specialists, Leesb
Externí odkaz:
https://doaj.org/article/6ad376d1d96c4525a27e9e55ccf55cb8
Autor:
Ouaalaya, E.H., Falque, L., Dupis, J.M., Sabatini, M., Bernady, A., Nguyen, L., Ozier, A., Nocent-Ejnaini, C., Le Guillou, F., Molimard, M., Raherison-Semjen, C.
Publikováno v:
In Respiratory Medicine and Research May 2021 79
Publikováno v:
In Acta Astronautica March 2021 180:218-231
Autor:
Bazzano, G., Ampollini, A., Cardelli, F., Fortini, F., Nenzi, P., Palmerini, G.B., Picardi, L., Piersanti, L., Ronsivalle, C., Surrenti, V., Trinca, E., Vadrucci, M., Sabatini, M.
Publikováno v:
In Advances in Space Research 15 February 2021 67(4):1379-1391
Publikováno v:
In Acta Astronautica June 2020 171:323-334
Autor:
Sabatini, M., Villari, G.
We give an account of the results about limit cycle's uniqueness for Li\'enard equations, from Levinson-Smith's one to the most recent ones. We present a new uniqueness theorem in the line of Sansone-Massera's geometrical approach.
Comment: 2 fi
Comment: 2 fi
Externí odkaz:
http://arxiv.org/abs/1101.2761
Autor:
Briata, F., Sabatini, M.
We prove the asymptotic stability of the equilibrium solution of a class of vector Li\'enard equations by means of LaSalle invariance principle. The key hypothesis consists in assuming that the intersections of the manifolds in $\{\dot V = 0\}$ be is
Externí odkaz:
http://arxiv.org/abs/1008.3118
Autor:
Sabatini, M.
We prove a uniqueness result for limit cycles of a class of second order ODE's. As a special case, we prove limit cycle's uniqueness for an ODE studied in \cite{ETBA}.
Externí odkaz:
http://arxiv.org/abs/1003.0803