Scales that measure motor functioning, social functioning and communication are applicable only to children 1.5 years and older.
In this section we analyze the degree to which the principles of paracrine communication are applicable in non-static conditions.
Note that the system model for FD communication in (1) is applicable to per subcarrier communication in orthogonal frequency division multiplexing (OFDM) FD communication [3, 5, 41].
The proposed method targets time-division multiple access (TDMA) communication protocols, and is applicable to protocols such as FlexRay and TTP which have recently emerged as possible networking standards for embedded systems such as automobile controllers.
The framework is informed by evidence from decision making and communication research and is applicable for use by all health professionals in their vaccination discussions, particularly where there might be parental reluctance to vaccinate.
The analysis methods proposed in this article is applicable to communication applications in all frequency bands as long as they meet the Nyquist sampling theorem.
Such a model of communication is readily applicable to cellular networks[1].
The proposed approach, by the use of efficient brain-like encoding mechanism, opens up new possibilities in information compression, communication and pattern recognition and thus is applicable to a range of new applications.
Theory and results will be focused on OFDM-like modulations due to the widespread use in actual wireless communication systems, but the technique is applicable to other modulation formats such as WCDMA.
As OFDM can turn frequency-selective fading channel into several parallel frequency-flat ones, cooperative communication in time-dispersive channels is applicable by extending some DSTC methods, for example, the work in [20], to corresponding subcarriers at each relay in a form of OFDM symbol blockwise transmission.
