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After modelling, we derive the corresponding equations governing the dynamic behaviour of structures under control.
By combining computer simulations according to a succession of statistical experimental designs, computer graphics, automatic image analysis, human sensory descriptive analysis and multivariate data modelling, we derive a pattern descriptor model of those macroscopic, emergent aspects of the patterns that we consider of interest.
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For these models, we derive the CBP and CDP analytically.
In the section 'A continuum model', we derive such a model and study its solutions.
In this model, we derive an analytic solution with the negative wealth constraint.
From the model, we derive an optimal TP of the SA-AC scheme.
From this nonlinear model, we derive a linearized state space model for the spacecraft system.
Basing on the linearized model, we derive an analytical expression of a constrained controlled Poincaré map.
Inspired by Fitts' information channel model, we derive a measure of instantaneous motor throughput.
In our average-case model, we derive optimal functions under neutral (or impartial culture) probabilistic models.
For these models, we derive the appropriate form of the Baker Ericksen inequalities.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com