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Based on the second Lyapunov method, to guarantee absolute stability of this class of systems, some sufficient conditions were formulated by simple inequalities.
The constitutive relationships for the modeling of unsaturated soil conditions were formulated as an extension of the saturated soil constitutive equations and utilized two independent measures consisting of the total normal stress (σn) and soil suction.
To establish a relationship of the PCA to conventional analyses, comparable categorical comparisons of the 13 conditions were formulated as t-tests and evaluated in a mixed-effects model using SPM.
In order to standardize medical care, clear guidelines for common altitude and non-altitude related conditions were formulated prior to departure, and adhered to.
Code lists to define each of these conditions were formulated, with consensus on the final list reached between SLH and CDM.
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All proposed conditions are formulated in terms of linear programming.
The design conditions are formulated as Linear Matrix Inequalities (LMIs).
These conditions are formulated as a linear programming problem.
The design conditions are formulated into Linear Matrix Inequalities terms.
Existing conditions are formulated and designing algorithms are proposed for the model transformation.
The conditions are formulated as LMIs and are therefore easy to solve.
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