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where, and in the above expression are the block length and the symbol duration, respectively.

Note that y and x are the block lengths of A and B blocks; n and m denote arm numbers of A and B blocks in the star.

The encoding parameters are the block scaling coefficient and the index numbers of energy and pattern blocks (IE, IP) determined for each block of the input images.

In the following, we may consider the matrix A u) as A ( u ) =  ( u ) + à + D ^, where  ( u ) and à are the block tridiagonal matrices whose row elements are {B ij, L ij, -D ij, R ij, T ij } and { B ̃ i j, L ̃ i j, R ̃ i j, T ̃ i j }, respectively, while the matrix D ^ is a diagonal matrix whose diagonal entries are { - D ^ i j }.

If m and n are the block dimensions, we denote the corresponding blocks l in the original and the possibly corrupted image as the m × n matrices O l and C l respectively, and the Sobel-filtered version of blocks l as the m × n binary matrices S O l = S ( O l ), with elements so i, j, with i = 1,..., m, j = 1,..., n, and S C l = S ( C l ), with elements sc i, j, with i = 1,..., m, j = 1,..., n.

Hydrophobic and hydrophilic polymers are the block polymers for the formation of the micelles which assemble themselves in an aqueous environment to form hydrophobic core which is being stabilized by hydrophilic shell.

Similar(54)

In this context, the methods used are the block-by-block method [5], block-pulse functions [6], and rationalized Harr function [7].

For the pilot-aided channel estimation methods, there are two classical pilot patterns, which are the block-type pattern and the comb-type pattern [4].

That's the block, you see?

This is the block permutation problem.

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