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A self dual code is one type of codes that has speciality on its error detection methods. The speciality is that the parity check matrix for any self dual codes is the same as the transpose of its generator matrix. A linear code over GF(4) is one type of important codes over a finite field. The code...
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id-itb.:109892017-09-27T11:43:08Z#TITLE_ALTERNATIVE# PRIMA MALIKI (NIM 10105021), MUHAMMAD Indonesia Final Project INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/10989 A self dual code is one type of codes that has speciality on its error detection methods. The speciality is that the parity check matrix for any self dual codes is the same as the transpose of its generator matrix. A linear code over GF(4) is one type of important codes over a finite field. The code has some speciality on its algebraic properties which are important for transmission, error detection, and error correction. We construct a new self-dual code over GF(4) with length 22 and 24. A method used to solve this problem is the one introduced by Kim (2001). We get 7 new self-dual codes with length 22. text |
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A self dual code is one type of codes that has speciality on its error detection methods. The speciality is that the parity check matrix for any self dual codes is the same as the transpose of its generator matrix. A linear code over GF(4) is one type of important codes over a finite field. The code has some speciality on its algebraic properties which are important for transmission, error detection, and error correction. We construct a new self-dual code over GF(4) with length 22 and 24. A method used to solve this problem is the one introduced by Kim (2001). We get 7 new self-dual codes with length 22. |
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Final Project |
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PRIMA MALIKI (NIM 10105021), MUHAMMAD |
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PRIMA MALIKI (NIM 10105021), MUHAMMAD #TITLE_ALTERNATIVE# |
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PRIMA MALIKI (NIM 10105021), MUHAMMAD |
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PRIMA MALIKI (NIM 10105021), MUHAMMAD |
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https://digilib.itb.ac.id/gdl/view/10989 |
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1820666020112629760 |