cyclic code वाक्य
उदाहरण वाक्य
मोबाइल
- Cyclic Codes have some additional structural constraint on the codes.
- Bits 31 through 1 are a cyclic code ( 31, 21 ).
- Such spectrum can not be used as cyclic codes.
- A quasi-cyclic code with b equal to 1 is a cyclic code.
- A quasi-cyclic code with b equal to 1 is a cyclic code.
- Cyclic AN codes are a subset of cyclic codes and have the same properties.
- A cyclic code has favorable properties that make it well suited for detecting burst errors.
- To define a cyclic code, we pick a fixed polynomial, called generator polynomial.
- Cyclic codes are considered optimal for burst error detection since they meet this upper bound:
- Now, we will begin the discussion of cyclic codes explicitly with error detection and correction.
- However cyclic codes can indeed detect " most " bursts of length > r.
- If the dropped symbols are not check symbols then this cyclic code is also a shortened code.
- Cyclic codes can also be used to correct double errors over the field GF ( 2 ).
- The codewords of this cyclic code are all the polynomials that are divisible by this generator polynomial.
- Cyclic codes can detect all bursts of length up to \ ell = n-k = r.
- Every cyclic code with generator polynomial of degree r can detect all bursts of length \ leqslant r.
- Thus, the Fire Code above is a cyclic code capable of correcting any burst of length 5 or less.
- Their structure is strongly related to Galois fields because of which the encoding and decoding algorithms for cyclic codes are computationally efficient.
- Cyclic codes are defined as follows : think of the q symbols as elements in \ mathbb { F } _ q.
- Cyclic codes can be used to correct errors, like Hamming codes as a cyclic codes can be used for correcting single error.
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