Examples of 'block codes' in a sentence
Meaning of "block codes"
block codes: In information theory, block codes are a type of error-correcting code that encode data in blocks rather than individual bits for efficient transmission and storage
How to use "block codes" in a sentence
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block codes
The use of block codes is also mentioned.
Iterative decoding for binary block codes.
Linear block codes and convolutional codes.
Known error correcting codes are block codes.
Properties of linear block codes are used in many applications.
Known error correction codes are block codes.
Hence classical block codes are often referred to as algebraic codes.
And talk about binary block codes.
Quantum block codes are useful in quantum computing and in quantum communications.
The row and column codes are called block codes.
Cyclic block codes.
The embodiments discissed above have focused on block codes.
Linear block codes.
Block codes are periodic by definition and have parameterable frame lengths.
Method for detecting information bits processed by concatenated block codes.
See also
But block codes rely on more dimensions which can not easily be visualized.
The product codes are based on the serial concatenation of block codes.
A and B are block codes given as below.
The elementary coding steps can use either convolutional codes or block codes.
Other block codes may also be used to encode CQI and possibly ACK information.
These codes may be obtained from convolutive codes or from linear block codes.
As described above, the block codes described above are examples only.
Error correcting codes are generally classified into block codes and tree codes.
In addition, the block codes can be either orthogonal block codes or bi-orthogonal block codes.
These codes are subassemblies of BCH codes and are linear block codes.
Block codes have built-in burst error handling capability when combined with a proper level of interleaving.
This article deals with " algebraic block codes.
LDPC codes represent a class of linear block codes constructed based on a sparse parity-check matrix.
Some known error-correcting codes are the block codes.
In general, the ( n, k ) block codes are specified in terms of their generator matrices.
Data are transmitted using the time-space block codes.
Block codes work on fixed-size blocks ( packets ) of bits or symbols of predetermined size.
Such codes are called sample-based or adaptive universal block codes.
The system according to claim 12, wherein said block codes are formed using Walsh-Hadamard matrices.
The transmission method is transmission using space-time block codes.
Reed-Solomon-type block codes are used for compact discs.
Pyndiah has shown that turbo-codes can be adapted to block codes.
The FEC encode unit 102 may utilize block codes or convolutional codes to encode the data.
Furthermore, the invention has been described with reference to systematic block codes.
There are two main categories of FEC codecs, block codes and convolutional codes.
The next studies led to envisaging the use of non-orthogonal space-time block codes.
The system according to claim 12, wherein said block codes are orthogonal block codes.
FIG 12 is a flow diagram illustrating a method for constructing adaptive block codes.
The communications system of claim 59, wherein the block codes are orthogonal block codes.
Fig . 94 illustrates the configuration of a modulated signal using space-time block codes.
LDPC codes are long, linear block codes with sparse parity check matrix H ( n-k ) xn.
The method of claim 30, wherein said spreading codes are orthogonal block codes.
LDPC codes are long, linear block codes with sparse parity check matrix H ( n - k ) xn.
Thus, the first systems proposed all used orthogonal space-time block codes.
Space-time coding was performed with differential block codes of dimensions 2 X 2 and 3 X 3.
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