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To facilitate the development, the dynamic model of the quadrotors is firstly formulated by including the effects of input delays, and the dynamics of the pseudo control variables are identified through real-time experiments.
This paper is devoted to establish quantitative and qualitative estimates related to the notion of chaos as firstly formulated by M. Kac [41] in his study of mean-field limit for systems of N undistinguishable particles as N→∞.
Network design was firstly formulated by Dantzig [14] as a fixed charge transshipment problem.
The 3D micropolar fluid model was firstly formulated by Eringen [1] and was used to describe the fluids consisting of randomly oriented particles suspended in a viscous medium.
Among these important developments is the Input-to-State Stability (ISS) property, which was firstly formulated by Sontag [1] and has found wide use in engineering by incorporating the idea of nonlinear small-gain theorem [2, 3].
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Such a theory was first formulated by Johann Martin Chladenius.
#Epiphenomenalism is a doctrine first formulated by Thomas Henry Huxley.
In this paper, the considered system is firstly formulated as a descriptor system representation by considering the sensor faults as auxiliary state variables.
The problem is firstly formulated as a minimax problem, and then reformulated as a semidefinite programming (SDP) problem, which could be solved by many interior-point algorithms.
By carefully exploiting the dynamical properties of the original system, combining with the switching functions, a descriptor system is firstly formulated to describe the holonomic dynamics of the sliding mode.
Then, two deterministic bi-level programming models are firstly formulated to maximize the network accessible flow.
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CEO of Professional Science Editing for Scientists @ prosciediting.com