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Dimensional Reduction of Underwater Shrimp Digital Image Using the Principal Component Analysis Algorithm
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Dimensional Reduction of Underwater Shrimp Digital Image Using the Principal Component Analysis Algorithm
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Dimensional Reduction of Underwater Shrimp Digital Image Using the Principal Component Analysis Algorithm
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Dimensional Reduction of Underwater Shrimp Digital Image Using the Principal Component Analysis Algorithm
Dimensional Reduction of Underwater Shrimp Digital Image Using the Principal Component Analysis Algorithm
Journal Article

Dimensional Reduction of Underwater Shrimp Digital Image Using the Principal Component Analysis Algorithm

2023
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Overview
Shrimps are aquaculture products highly needed by the people and this is the reason their growth needs to be monitored using underwater digital images. However, the large dimensions of the shrimp digital images usually make the processing difficult. Therefore, this research focuses on reducing the dimensions of underwater shrimp digital images without reducing their information through the application of the Principal Component Analysis (PCA) algorithm. This was achieved using 4 digital shrimp images extracted from video data with the number of columns 398 for each image. The results showed that 12 PCs were produced and this means the reduced digital images with new dimensions have 12 variable columns with data diversity distributed based on a total variance of 95.61%. Moreover, the original and reduced digital images were compared and the lowest value of MSE produced was 94.12, the minimum value of RMSE was 9.54, and the highest value of PSNR was 8.06 db, and they were obtained in the 4th digital image. The experiment was conducted using 3 devices which include I3, I7, and Google Colab processor computers and the fastest computational result was produced at 2.1 seconds by the Google Colab processor. This means the PCA algorithm is good for the reduction of digital image dimensions as indicated by the production of 12 PC as the new variable dimensions for the reduced underwater image of shrimps.