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The problem is formulated by means of partial differential equations.
In this study, the problem of finding frequency assignments for SFH networks is formulated by means of mixed integer programming.
The coupled problem is formulated by means of energy and mass balance as well as the experimental relationship.
The closed-form solution to these measures is formulated by means of singular value decomposition and differential geometry.
The mathematical model of this problem is formulated by means of the large finite element method (LFEM).
Coherence of the states of the autonomous device arises from the competition of irradiation and dephasing that is formulated by means of a relaxation rate.
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The harmonic responses of this kind of system are formulated by means of the recurrence equation method.
This controller is then robustifled considering temporal and frequency constraints, which are formulated by means of the Youla parameterisation within a convex optimisation framework.
The aerodynamic forces are formulated by means of strip theory and the dynamics of the shell are described by means of Flügge's equations.
Criteria for the judgment of potential chaotic rotations of the perturbed system are formulated by means of Melnikov Holmes Marsden (MHM) integrals.
The normal multi-mode in free vibration have been formulated by means of the action-angle transformation and the resulting ordinary differential equations embedded in partial differential equations.
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