nonautonomous

The system is nonautonomous and rather difficult for investigation.

For example, nonautonomous differential equations give the previously described results.

In control theory, it is often required to check if a nonautonomous system is stable or not.

E. Littlewood have applied similar methods to qualitative analysis of nonautonomous second order differential equations.

The mutagenesis system typically uses an autonomous but immobile element, and a mobile nonautonomous element.

Well-known Krylov-Bogoliubov averaging method allows one to prove that solutions of nonautonomous and autonomous equations are close under some assumptions.

Researchers in the 2000s generalized such inertial manifolds to time dependent (nonautonomous) and/or stochastic dynamical systems (e.g.)

SINEs, on the other hand, co-opt the LINE machinery and function as nonautonomous retroelements.

And the wealthy Catalonians would con 128 OP-CENTER tinue to run Spain, keeping the other nonautonomous groups in check by controlling commerce.

It was superseded in 1960 by the Mureş Magyar Autonomous Region, itself divided in 1968 into three nonautonomous districts, Harghita, Covasna and Mureş.

Participants from the independent countries and "nonautonomous colonised territories" of the Pacific region met in Suva to discuss internationally dominant intellectual property rights regimes, and at that meeting they resolved to support the Kari Oca, Mataatua, Julayinbul, Santa Cruz de la Sierra, and Tambunan initiatives(above).

Conversely, given a time dependent vector field X defined on , we can associate to it a vector field in the usual sense on such that the autonomous differential equation associated to is essentially equivalent to the nonautonomous differential equation associated to X. It suffices to impose: