Aliasing error bounds are derived for one- and two-channel sampling series analogous to the Whittaker-Kotel'nikov-Shannon series, and for the multi-band sampling series, and a "derivative" extension of it, due to Dodson, Beaty, et al.
Aliasing in the one-channel case is shown to arise from a transformation with similarities to a projection.
An Estimation of the Truncation Error for the Two-Channel Sampling Formulas
Guanidine-type compounds that reached clinical status include amongst others the potassium channel opener, pinacidil and the histamine H2-receptor antagonists (e.g.
The tetra-n-butylammonium cations were stacked to give two columns within each channel with cross-sectional size of about 2.30 nm × 0.93 nm.
Ameltolide shares with phenytoin and carbamazepine a common mode of action involving interaction with central voltage-dependent sodium channels.
Performance Analysis of LDPC on Rician Fading Channels
This paper analyzes and simulates the performance of irregular low-density parity check (LDPC) codes on Rician fading channels.
The authors also modified the brief propagation decoding algorithm, proved the symmetry and showed the stability conditions of the channels, and calculated the Shannon limits on Rician channels in this paper.
Therefore, the performance of LDPC is also very effective on all kinds of channels, including the Rician kind.
Using the path model and the theory of crystals, we generalize the concept of patterns to arbitrary complex semi-simple algebraic groups.
Then it is shown that for many (and perhaps all) pairs E, F, of wavelet sets, the corresponding MSF wavelets can be connected by a continuous path in L2(?) of MSF wavelets for which the Fourier transform has support contained in E ∪ F.
Smooth Frame-Path Termination for Higher Order Sigma-Delta Quantization
The frames under consideration are obtained from regular sampling of a path in a Hilbert space.
In the continuous sample path case precise error bounds are derived.