The recent case of the missing statues in Tehran is one example which shows this.
Finally, the evaluating method is illustrated with a numerical example, which shows that final metric choices vary with different requirements.
At the end of the paper, we present a numerical example which shows our results coincide with reality.
The result is illustrated by a numerical example, which shows that the proposed design method yields a very satisfactory performance.
Finally, the Xi'an highway network- planning program is presented as an example, which shows feasibility and effectiveness of the method.
We detail an example which shows that the Pivotal Conditions are not necessary for boundedness of the Hilbert transform.
Furthermore, we validate the proposed method with a numerical design example, which shows that the proposed method delivers better performance than traditional ones.
Finally, we illustrate the method with a numerical example which shows the good ability of the proposed approach in generating an optimal input signal.
An example which shows that κn(G) may depend on Q and R if these commutation conditions are not in force is furnished.
Furthermore, we give an example which shows that the conjecture in Anderson (Proc. Amer. Math. Soc.83, No. 2 (1981), 269 275) fails to hold.
Take this recent study from the LSE (pdf), for example, which shows that despite popular perception some of the differences between the US and the EU are not as pronounced as we might assume.
