Sentence examples for transform scheme from inspiring English sources

A new two-dimensional (2D) Walsh transform scheme is presented based on a block splitting technique.

We used a simple denoising strategy to evaluate the performance of the proposed transform scheme.

Next, the frequency domain estimation methods, based on the sub-system concept are reviewed, and an inverse Fourier transform scheme is introduced.

A complete orthogonal basis set corresponds to a kind of multiwavelet packet transform scheme, a subset of the library and a parameter set {k, l}.

This is because with an appropriate higher balanced order, the transform scheme provides more effective sparse image representation, a higher band number provides more flexible spatial-frequency domain partitioning, and the most suitable basis set for an analyzed signal can be selected for the multiwavelet packet transform scheme.

The remote sensing image denoising method based on this transform scheme is then described, and its utility is demonstrated by illustrative results of its application to denoise remote sensing images.

Fig. 1 Development of wavelet transforms and relationships among different kinds of wavelet transform schemes.

An unsteady state transfer of immersed particles within the interval between the arrival of eddies is solved by use of the Laplace transform schemes.

The transform schemes marked with light green color are compared with our proposed scheme (with light blue color) in our evaluation experiment of denoising performance Fig. 2 The ideal frequency domain portioning patterns offered by different multiwavelet transforms with normalized highest frequency, taking M = 3 and k = 3 (k refers to a decomposition level) as an example.

Here, we presented three different subspace splitting methods, i.e., SVD, wavelet transform and cosine transform schemes, to the design of the preconditioners for ill-posed problems, and to evaluate the performance of algorithms using a realistic heart-torso model simulation protocol.

The transformed scheme can be seen as merely a different representation of the "basic" ZL HDS (15).