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Paper [7] is devoted to extension of the retract principle to dynamic equations.
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This article is devoted to extensions of some existing results about the Caratheodory operator from the function sense to the differential form situation.
Numerous papers have been devoted to extensions and generalizations of this result, as well as to weakening the assumptions under which inequality (1.4) is valid (see for instance [5 8], and [9]).
Papers [13, 15] are devoted to the extension of the retract principle to dynamic equations.
This paper is devoted to an extension of the inclusion operator.
Thus, several research contributions have been devoted to the extension of control theory to fractional-order systems.
This paper is devoted to an extension of the precise asymptotics of i.i.d. to the eigenvalue variables of random matrices.
This section is devoted to the extension of the affine LIBOR models from a discrete to a continuous tenor structure, and the derivation of the dynamics of the corresponding instantaneous forward rate and short rate.
Specific care has been devoted to the extension of discontinuous variables across the interface to populate ghost cells, in order to avoid parasitic currents and numerical diffusion across the interface.
On the other hand, we remark that a great deal of research has been devoted to the extension of a differential operator like (1.6) to the infinitesimal generator of a diffusion semigroup in the space L p ( H, ν ), p ≥ 1, where ν is an invariant measure for the semigroup (see, for example, [7 11] and references therein).
Numerous papers have been devoted to generalizations and extensions of Levinson's result.
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