Probability distribution of genetic codes
The advancement of the hereditary code has consistently been a general puzzle. Various theories were propounded yet none figured out how to build up a persuading clarification for the codon assignments. Hence, this project was done to investigate the development of the hereditary code, giving incred...
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2020
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sg-ntu-dr.10356-1406842023-03-04T19:41:20Z Probability distribution of genetic codes Khaw, Elvis Rui En Shu Jian Jun School of Mechanical and Aerospace Engineering MJJShu@ntu.edu.sg Engineering::Mechanical engineering The advancement of the hereditary code has consistently been a general puzzle. Various theories were propounded yet none figured out how to build up a persuading clarification for the codon assignments. Hence, this project was done to investigate the development of the hereditary code, giving incredible consideration to the distribution of the codon assignments. In the first section of the project, the current conviction on the hereditary code being a natural language was researched. Following by the literature review of various probability distributions and in which we will discover that it is separated into two classes. Next, numerous examples on how each probability distributions can be applied into the world of genetics are illustrated using Microsoft Excel and graphs. Also, hereditary association concentrates routinely involve huge quantities of measurable tests joined by P-values. Entire genome sequencing advancements expanded the potential number of tried variations to tens of millions. The more tests are played out, the littler P-value is required to be considered significant. However, a little P-value isn't proportional to little odds of a spurious finding and significance thresholds may fail to serve as efficient filters against false results. This project focuses on utilising Microsoft Excel formulas to hypothesis test whether a probability distribution is valid in certain cases. Lastly, a discussion on how important gene finding can be in the world of genetics is also being conducted. Bachelor of Engineering (Mechanical Engineering) 2020-06-01T07:15:50Z 2020-06-01T07:15:50Z 2020 Final Year Project (FYP) https://hdl.handle.net/10356/140684 en B187 application/pdf Nanyang Technological University |
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Engineering::Mechanical engineering Khaw, Elvis Rui En Probability distribution of genetic codes |
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The advancement of the hereditary code has consistently been a general puzzle. Various theories were propounded yet none figured out how to build up a persuading clarification for the codon assignments. Hence, this project was done to investigate the development of the hereditary code, giving incredible consideration to the distribution of the codon assignments. In the first section of the project, the current conviction on the hereditary code being a natural language was researched. Following by the literature review of various probability distributions and in which we will discover that it is separated into two classes. Next, numerous examples on how each probability distributions can be applied into the world of genetics are illustrated using Microsoft Excel and graphs. Also, hereditary association concentrates routinely involve huge quantities of measurable tests joined by P-values. Entire genome sequencing advancements expanded the potential number of tried variations to tens of millions. The more tests are played out, the littler P-value is required to be considered significant. However, a little P-value isn't proportional to little odds of a spurious finding and significance thresholds may fail to serve as efficient filters against false results. This project focuses on utilising Microsoft Excel formulas to hypothesis test whether a probability distribution is valid in certain cases. Lastly, a discussion on how important gene finding can be in the world of genetics is also being conducted. |
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Shu Jian Jun |
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Shu Jian Jun Khaw, Elvis Rui En |
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Final Year Project |
author |
Khaw, Elvis Rui En |
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Khaw, Elvis Rui En |
title |
Probability distribution of genetic codes |
title_short |
Probability distribution of genetic codes |
title_full |
Probability distribution of genetic codes |
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Probability distribution of genetic codes |
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Probability distribution of genetic codes |
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probability distribution of genetic codes |
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Nanyang Technological University |
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2020 |
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https://hdl.handle.net/10356/140684 |
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1759854508176834560 |