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There is even a vigorous debate concerning the relevance of principles of "ordinary" justice to societies emerging from transition.
In other cases, it is apparent that there are different beliefs on the relevance of principles of "ordinary" justice in transitional cases.
These judges are also far more willing to apply the principles of "ordinary" cases to restitution cases; like Posner and Vermeule, they do not accept that the issues are different in kind.
These droplets are separated according to the working principles of ordinary axial cyclones.
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This profound philosophical doctrine, the identity of intuition and expression is, moreover, a principle of ordinary common sense, which laughs at people who claim to have thoughts they cannot express or to have imagined a great picture which they cannot paint.
The proof of the lemma is based on the comparison principle of Ordinary Differential Equations (ODEs).
This also ensures y_{2}(t)leq C_{2}=max biggl{ y_{2}(0),frac{k_{9}}{k_{10}} biggr} for all (t>0) by the comparison principle of ordinary differential equations.
This ensures y_{1}(t)leq C_{1}=max biggl{ y_{1}(0),frac{k_{2}{k_{{1}} biggr} for all (t>0) by the comparison principle of ordinary differential equations.
Contrary to Gödel's "artificial" unprovable formula that was obtained through a coding of the arithmetized provability predicate, Gentzen's transfinite induction principle is a principle of "ordinary" mathematics.
For any (tin[0, T)), we know that frac{Y t)}{dt}=bigl[gamma+Rbigl(X t bigr bigr]Y t geq frac{gamma}{2}Y t), which, together with the comparison principle of ordinary differential equation, gives Y t geq Y 0)e^{frac{gamma}{2}t}=F(x_{0})e^{frac{gamma}{2}t}geq frac{Ce^{frac{gamma}{2} t}x_{0}}{2}.
In principle, systems of ordinary differential equations (ODE) can be very exact dynamical models.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com