Exact(60)
Note that in [2] a more general case of generalized fractional integrals was studied.
We also consider the general case of nonuniform exponential dichotomies.
We also present techniques that yield approximate solutions to the general case of the problem.
Finally, we extend our heuristic to the most general case of AND-OR view graphs.
We also design an $A^*$ heuristic for the general case of AND-OR view graphs.
The paper deals with the general case of nonlinear polynomial states and observations.
For the general case of arbitrary measurement information, identifiability is decided by a local criterion.
This is a necessary precursor to the more general case of time varying reference signals.
Our approach considers the general case of having model based uncertainties as well as external uncertainties.
The general case of nanocantilevers is studied considering coexistence of the electrostatic and Casimir forces.
Here we consider the problem for a more general case of a multicommodity flow network.
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