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The low-energy behaviour of this system is then described by the PT-symmetric effective field theory.
A model which predicts the stability behaviour of this system is presented.
The sign of this exponent determines the instability behaviour of this system.
To investigate the complicated temporal behaviour of this system, so-called set-oriented numerical methods are applied.
The behaviour of this system is described in detail using experimental data to fit the key parameters of the model.
This scenario has gained considerably less attention compared with the behaviour of this system to lateral loading.
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Again, given that we were only considering mean behaviour of the system this does not invalidate our approach, but would be important if policy decisions needed to be calibrated to 'reasonable worst case' rather than expected outcomes.
The behaviour model of this system consists of a number of motion behaviours, including reflexes and voluntary motion behaviours, and knowledge acquisition modules providing supporting information.
A deterministic approximate model was developed, based on this behaviour of the system.
The hydrodynamic behaviour of the system used in this work was characterised by a homogeneous bubbling regime.
This biased behaviour of the system leads to reduced transcription rate.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com