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Our algorithmic results also extend to the case of unequal entitlements of agents.
The proposed analysis method is also easy to extend to the case of other differential equations.
Their results, however, do not extend to the case with uncertainty, where efficient equilibria might not exist.
We extend to the case of many competing densities the results of the paper (Ann. Inst. H. Poincaré 6 (2002)).
We extend to the case that f may cross λ m and f is resonant at 0 to λ m.
These asymptotics also extend to the case where one matrix has rank one but complex eigenvalue, a result related with the analyticity of the corresponding spherical integrals.
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The presented results are extended to the case when the system states are not accessible.
The method is further extended to the case when the velocities of agents are unavailable.
The analysis has been extended to the case of heat generation in the liquid LBE.
The results are extended to the case with control input saturation in the second controller.
The result is extended to the case of observer-based reliable fuzzy control.
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