Abstract:
Oscillations in the quasiautonomous periodic system were studied for the case where the generating autonomous system admits the one-parameter family $\sigma(h)$ of periodic motions with period $T(h)$. Generation of
a single cycle was shown to be usual at the ordinary point ($dT(h)\ne0$). Conditions for cycle stability were obtained.
PACS:
05.45-a
Presented by the member of Editorial Board:L. B. Rapoport