Local control laws (minimal firing count vectors) are first computed independently in subsystems, based on which the globally admissible ones are derived.
Known maximum entropy principles appear as corollaries and new ones are derived.
A review of existing resonance damping strategies for AD is elaborated, and some novel ones are derived.
For an isothermal plug-flow reactor with spherical particles of absorbent, solutions by quadrature or even the exact ones are derived for each of the models.
The first and fourth ones are derived from the decreasing property of (f ( st ) equiv f ( u ) ) for (uin ( 0,spi/2 ) subset ( 0,pi/2 ) ) proved in Theorem 1 for (p=r/s^{2}=2/15), and then (r=1/15) and (rho_{r}) are also the best.
All-orientation and all-placement search (AOS-APS) based CoMFA models, in addition to the conventional ones, were derived for each system and proved to be capable of yielding much improved statistical results.
Several higher-order displacements-based theories as well as classical models (Euler Bernoulli's and Timoshenko's ones) are derived assuming a unified formulation by a priori approximating the displacement field along the cross-section in a compact form.
To make the description simpler and to facilitate the comparisons between algorithms, we present a unifying framework from which the new algorithm we propose, as well as existing ones, are derived.
A number of subcarrier allocation algorithms are discussed and the best one is derived on the basis of the order statistics theory.
