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It can be proved that, when the local oscillator is significantly more intense than the signal, the homodyne photocurrent is proportional to the signal quadrature [5].
Nevertheless, it can be proved that when the prescribed tension stiffening area (A c ) is adopted, for certain specimens (specifically those with high values of the ratio f ct /ρ, being ρ the reinforcement ratio) it is not possible to obtain a positive real solution for the apparent yield strain (ε max ) defined in Eq. (1).
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A more important one, though, would to be prove that when the big matches come, and there are setbacks, he will keep his head.
It can be proven that when more nanoparticles are deposited on the graphene surface, more excitation will occur and the Raman intensity will become stronger [19].
It is proved that when the schemas are more general the freedom problem is undecidable.
It is proved that when the undirected graph is connected or the balanced digraph is weakly connected, consensus of the network can be realized.
It has been proved that, when subjected to loading conditions comparable with most pavement operating conditions, asphalt mixtures behave as linear visco-elastic (LVE) materials.
It is proved that when this controller is implemented into each subsystem of the original system then such decentralized controller asymptotically stabilizes the overall closed-loop system under arbitrary switching.
It is proved that when the undirected graph is connected, all agents' outputs in the network can be synchronized, i.e., cooperative output synchronization of the network is realized.
It has been proved that, when the natural frequency of narrow or flexible structures is close to or coincides with the predominant frequency of cyclical ice forces, severe ice-induced vibrations will be evoked.
It is proved that when this controller together with the corresponding switching rale are implemented into each subsystem of the original system then such decentralized controller quadratically stabilizes the overall closed-loop system with H∞ norm bound γ.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com