cyclic code वाक्य
उदाहरण वाक्य
मोबाइल
- Cyclic codes can be used to correct errors, like Hamming codes as a cyclic codes can be used for correcting single error.
- Any cyclic code can be converted to quasi-cyclic codes by dropping every b th symbol where b is a factor of n.
- Any cyclic code can be converted to quasi-cyclic codes by dropping every b th symbol where b is a factor of n.
- Although this definition is sufficient to describe what a burst error is, the majority of the tools developed for burst error correction rely on cyclic codes.
- To convert ( n, k ) cyclic code to ( n-b, k-b ) shortened code, set b symbols to zero and drop them from each codeword.
- Before delving into the details of cyclic codes first we will discuss quasi-cyclic and shortened codes which are closely related to the cyclic codes and they all can be converted into each other.
- Before delving into the details of cyclic codes first we will discuss quasi-cyclic and shortened codes which are closely related to the cyclic codes and they all can be converted into each other.
- An [ n, k ] linear code is called a " proper shortened cyclic code " if it can be obtained by deleting b positions from an ( n + b, k + b ) cyclic code.
- An [ n, k ] linear code is called a " proper shortened cyclic code " if it can be obtained by deleting b positions from an ( n + b, k + b ) cyclic code.
- So, cyclic codes are vectors in the field GF ( q ) and the spectrum given by its inverse fourier transform is over the field GF ( q ^ m ) and are constrained to be zero at certain components.
- By the upper bound on burst error detection ( \ ell \ leqslant n-k = r ), we know that a cyclic code can not detect " all " bursts of length \ ell > r.
- The above proof suggests a simple algorithm for burst error detection / correction in cyclic codes : given a transmitted word ( i . e . a polynomial of degree \ leqslant n-1 ), compute the remainder of this word when divided by g ( x ).
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