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It is thus a partially ordered system, with order varying over length scales.
It is found that chaos, periodic oscillations and periodic spiking exist in this proposed system with order less than three.
In the correction step, the solution of a large linear system with order equal to the number of edges is required.
By utilizing the fractional calculus theory and computer simulations, it is found that hyperchaos exists in the new fractional-order four-dimensional system with order less than 4. The lowest order to have hyperchaos in this system is 2.88.
First, a sufficient condition for the stability of an LTI-FO switched system with order 1
This paper presents the stabilization problem of a linear time invariant fractional order (LTI-FO) switched system with order 1
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which is called a generalized nonlinear mixed ordered variational inequality system (GNM ordered variational inequality system) with ordered Lipschitz continuous mappings in an ordered Banach space.
It was shown in [2] that fractional system with orders equal to 0.5 are well adapted to model thermal-diffusion-based systems.
This section presents numerical results of outage probability and outage capacity for the dual-hop OFDM AF relay system with ordered SCM schemes in Rayleigh fading.
The purpose of this paper is to sturdy the effect of lead time reduction on continuous review inventory system with ordering cost reduction.
This paper presents the outage analysis of a dual-hop OFDM relay system with ordered subcarrier paring schemes, i.e., worst-to-best (WTB) SCM and best-to-best (BTB SCMM.
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