The phrase "amount of frequencies" is not correct in standard English; it should be "number of frequencies." You can use "number of frequencies" when discussing the count or quantity of different frequencies in a specific context, such as in physics or audio engineering.
Example: "The analysis revealed a significant number of frequencies present in the sound wave."
Alternatives: "quantity of frequencies" or "count of frequencies."
Second, for every I ∈ S a value k I ∈ N denoting the required amount of frequencies of this STRX is given.
For the expected co-channel interference, this constant is multiplied with the amount of frequencies to be assigned, an other constant (yI,I = k I ).
However, concerning computational effort it is to say that the amount of STRXs and the amount of frequencies determine the difficulty of the first stage whereas the second is only dependent on the number of available frequencies.
There might be more activation in noise-like tinnitus than in pure tones in these two areas because noise-like tinnitus contains a spectrum of frequencies whereas pure tones contain just a one or a limited amount of frequencies.
I would like to see the term bandwidth restricted to the one case where it is appropriate: when a signal is encoded and modulated as a specific wave form and therefore occupies a definite amount of frequency spectrum.
Those who dispense this quotation with any amount of frequency have failed to grasp that they can only truly tell it like they think it is.
The key factor in design of a mass nanosensor is to determine the amount of frequency shift due to the added nanoparticles.
Due to the source rotation, the measured pressure spectra reveal the Doppler effect, and the amount of frequency shift corresponds to the multiplication of the circumferential mode order and the rotation speed.
Further performance enhancement is achievable by using the L4 detector when the amount of frequency offset is relatively small.
Valencia and Amaro showed up as fake #NoFilter filters with a decent amount of frequency, for instance, proving you can't trust people who take vanity pictures of themselves in bathroom mirrors to be 100percentt honest all of the time.
