The next microstate (Microstate 2, dark grey frame) was characterized by a current source density maximum in the caudal part of the left inferior parietal lobule (current source density maximum: −50, −58, 23 x, y, z; Talairach coordinates).
A qualitative visual inspection of these data revealed an additional activation in the anterior part of the right superior temporal sulcus (57, −44, 17 x, y, z; Talairach coordinates) in Microstate 1. Microstate 2 (Figure 3D, dark grey frame) was characterized by a left-lateralized current source density maximum (current source density maximum: −9, −84, 1 x, y, z; Talairach coordinates).
A graphical representation of this model is shown in Figure 4a, and Figure 4b depicts that the sequential dependence across time chunks for a given aspect-frame is characterized by an HMM structure.
The WZ frame initially predicted from these key-frames is characterized after decoding by a high PSNR and good visual quality, as can be observed in Figure 9(b).
For a given spectrum and set of lengths, the existence of such frames is characterized by the Schur Horn Theorem they exist if and only if the spectrum majorizes the squared lengths the classical proof of which is nonconstructive.
In fact, packet losses could be quite annoying in terms of visual quality in the key-frames, while WZ frames are characterized by higher quality.
Under earthquake loading, these frames are characterized by a gap that develops between one of the beam flanges and the column face at the connection.
Furthermore, another novel approach based on sub-band variance normalization technique was proposed where speech frames are characterized by high variance and noise frames by low variance, which are suppressed to improve the ASR performance in presence of both additive noise and reverberation[10].
and no more than P p out of the Q p previous frames and no more than P n out of the Q n following frames are characterized by a number ν k CB of blocks with inconsistent edges exceeding a threshold λ I.
