Диссертация (1149720), страница 11
Текст из файла (страница 11)
Systems Theory– 1989. – 21. – Pp. 147–164.[46] Savkin A.V. Generalizations of the Kalman-Yakubovich lemma andtheir applications // 12th World Congress International Federation ofAutomatic Control, Sydney – 1993. – 1. – Pp. 475–478.[47] Skopinov S. Stability on the finite time interval for the 3-dimensionalmicrowave heating problem // Book of proceedings of G-RISCInternational Student’s Conference “Science and Progress 2015” - 2015.– Pp. 50–55.[48] Visintin, A. Differential Models of Hysteresis. - Berlin:Springer, 1994.[49] Weiss, L.
and E. F. Infante. On the stability of systems defined over afinite time interval // Proc. Nat. Acad. Sci. – 1965. – 54. – Pp. 44–48.88[50] Wloka J. Partial Differential Equations. – Cambridge:CambridgeUniversity Press, 1987.[51] Yang X.-S. Practical Stability in dynamical systems // Chaos, Solitionsand Fractals – 2000.
– 11. – Pp. 1087–1092.[52] Yin H.-M. On a free boundary problem with superheating arising inmicrowave heating processes // Advances in Mathematical Sciences andApplications, Tokio – 2002. – Vol. 12, no. 1. – Pp. 409–433.[53] Yin H.-M. On Maxwell’s equations in an electromagnetic field with thetemperature effect // SIAM J. on Mathematical Analysis. – 1998.
– Vol.29. – Pp. 637-651..















