[PDF] Top 20 Measure differential inclusions between continuous and discrete

... for measure-driven inclusions) by its upper ...differential inclusions this is sufficient for proving upper semicontinuity of the solution mapping and then to find an optimal control ... See full document

... in continuous search spaces, such as DE and PSO, are rarely adapted to suit combinatorial ...a continuous solution space enables the adaptive interpretation of solutions and promotes longer antenna designs ... See full document

... stochastic differential equations (SDEs) is the auto- matic control, with subsequent emphasis being placed on the analysis of stability ...by discrete-time feedback ...by continuous-time (regular) ... See full document

... the continuous and discrete models of a laser describe very well the system dynamics on larger time scales and provide quantitatively similar basins of attractions for the stable limit cycles, estimates of ... See full document

... In this paper we recalled the preliminary definitions of discrete and continuous mul- tiplicative differentiations. Then their related invariant functions were introduced. By means of these functions we could ... See full document

... This paper has used the matrix Kronecker product to develop tests for stability along the pass of differential linear repetitive processes which can be implemented by computations on matrices with constant ... See full document

... symmetry between the system-theoretic properties of continuous- and discrete-time ...of discrete-time Riccati ...-spectral, discrete-time Riccati equation with a power sta- ble ... See full document

... of discrete-time controlled systems ...of continuous-time counterpart, the stability of DTCS is obtained by comparing the solutions between DTCSs and continuous-time controlled systems ... See full document

... The numerical results confirm the long-term preservation of the energy (Hamiltonian) and the integrals of the underlying equations. The numerical results compare well with those in the literature obtained by other ... See full document

... of discrete classes to use for the gamma distribution is a matter of compromise between computational time and a closer approximation to the true continuous ... See full document

... a continuous scale such as the visual analogue scale (VAS) [2] are suitable for mood assessment as they are generally quite intuitive and have been widely used in ... See full document

... Population processes are generally continuous in time and discrete in numbers, but are modeled as continuous in number and discrete in time.. The choice between discrete and continuous m[r] ... See full document

... respective continuous monitoring coun- ...a continuous window barrier option, the term-structure interest rates and volatility can be multi-partite step func- tions that accommodate the location of the ... See full document

... To make these ideas definite, the reader may refer to Parry [2], [3], [4], where the motivation for the work is laid out, and the case of nilpotent groups is treated in detail (the nilpotent case appears to be the ... See full document

... Stieltjes derivatives represent a new unification of discrete and continuous calculus consisting in a differentiation process with respect to a given non-decreasing function g. This notion infers a new class ... See full document

... In this problem we are proceeding on the basic of Theorem 5.1. Thus using Theorem 5.1 and similarly computations of Theorem 5.3 we can establish the following result. Theorem 5.4. The solution x(t,τ) corresponding to the ... See full document

... The present paper is devoted to an optimal control problems described by so-called differential inclusions of elliptic type. A lot of problems in economic dynamics, as well as classical problems on optimal control ... See full document

... For the corresponding deterministic theory, we refer to the recent books of Goebel-Relch [9] for fixed points in connection with the study of the geometry of the underlying space and of [r] ... See full document

... The proof of Theorem ., which will be given in Section , will follow from a more general result, Theorem . below. It is mainly based on a recent existence result for dis- continuous selections and on an ... See full document

... At the same time, to the best of our knowledge, the stability theory of nonlinear infinite dimensional discrete inclusions is at early stage of the development. In the present paper we derive explicit ... See full document