Sentence examples for for which spectrum from inspiring English sources
where represents the number of successful agreements and and are the time values for which spectrum is being utilized and requested by the secondary user.
In all countries where TVWS opportunistic access is allowed or considered, non-interference with incumbents relies on an overlay mechanism for which spectrum usage is allowed in channels vacant of any incumbent transmission [23].
A complete parameterization of combinants and respective Generalised Resultants is given and this leads naturally to the characterisation of the minimal degree and order combinant for which spectrum assignability may be achieved, referred to as the "Dynamic Combinant Minimal Design" (DCMD) problem.
The complete results set comprises results for 150 countries, reflecting the total number for which Spectrum AIM files were available at the time of estimation.
To further evaluate our algorithm we also tested it on 10 517 MS spectra for which spectra from overlapping prefix/suffix peptides were available.
There is a CRN base station responsible for sensing which spectrum bands are available, their transmission capacity and transmission rate, and deciding how to allocate the spectrum bands.
Especially, the result interpretation is challenging: Where to define the cut-off value for a reliable mutation, which spectrum of mutations to report, how to validate and to report the results, how to handle the massive data generated?
(2010) [1], where the spectrum is determined for λ= 5, that is the index for which the spectrum of the admissible values of v is the minimum possible.
The central point of the sliding window is the time instant for which the spectrum is calculated.
The current development of microelectronics allows us to suppose that these wireless systems, for which the spectrum utilization will play a key role, will be realized in the near future.
In this paper (i) C4-perfect OQSλ v), (ii) C8-perfect OQSλ v) and (iii) strongly perfect OQSλ v) are studied for λ= 10, that is the smallest index for which the spectrum of the admissible values of v is the largest possible.
