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First, arbitrary second-order elliptic systems are converted to overdetermined first-order systems.
Specifically in this paper, conventional dynamic systems are converted to different types of LDS for the purpose of verification and comparison.
As AEFI surveillance systems are converted to electronic formats, unique opportunities arise for large-scale processing of their free-text components.
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Current developments on novel β-galactosidases, derived from newly identified microbial sources or by protein engineering means, together with the use of efficient recombinant microbial production systems are converting this enzyme into a relevant synthetic tool.
Accordingly, after the DFO system was selected as the main LRS for integration purposes, all the other referencing systems were converted to the DFO system.
Based on a system transformation method, the consensus problem for heterogeneous multi-agent systems is converted into a consensus problem for homogeneous multi-agent systems.
The hyperchaotic attractors of the new system are converted to its unstable trivial fixed point and tracked to its unstable non trivial fixed points and periodic orbits.
Multivariable non-linear dynamics of the satellite system are converted into three well-known non-linear canonical independent models with unknown parameters.
Some modeling units can be directly mapped and converted, and other modeling units that cannot be directly mapped (such as the fillet feature in a mechanical CAD system) are converted by the indirect mapping procedure proposed in this paper.
Employing the weighted residual method and implementing Clenshaw Curtis quadrature, coefficient matrices of equations' system are converted into diagonal ones, which results in a set of decoupled ordinary differential equations for solving the whole system.
In particular, the design of the Lyapunov functions is facilitated by a new form of differential equations that are equivalent to time differential equations in a chained form into which the kinematic equations of the system are converted.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com