Gabor Filter and Principal Component Analysis Method-based K-Nearest Neighbor for Orchid Flower Type Classification

Authors

  • Dede Kurniadi Department of Computer Science, Institut Teknologi Garut, Indonesia
  • Jamil Ulumudin Department of Computer Science, Institut Teknologi Garut, Indonesia
  • Asri Mulyani Department of Computer Science, Institut Teknologi Garut, Indonesia

Keywords:

Classification; Gabor Filter; K-NN; Orchid; Principal Component Analysis.

Abstract

Orchid flowers are plants with highly diverse variations worldwide. Many orchid species appear visually similar, making visual identification less accurate. Therefore, more advanced scientific methods are required to distinguish and classify different orchid species accurately. This research aims to apply Principal Component Analysis (PCA) to classify orchid species using the K-Nearest Neighbor (K-NN) algorithm as the foundation for developing the model, supported by Gabor Filter techniques to extract features from the image dataset. The dataset used was obtained from an online dataset provider, Kaggle, and consists of 6,500 images. This dataset includes five orchid species: Cattleya, Dendrobium, Oncidium, Phalaenopsis, and Vanda. The data processing involves image augmentation, feature extraction using Gabor Filter, and PCA application for dimensionality reduction. The model evaluation results using the K-NN algorithm, Gabor Filter, and PCA demonstrate good performance with an accuracy of 95.69%, precision of 95.72%, recall of 95.77%, f1-score of 95.74%, and specificity of 98.92%. Additionally, the average Area Under the Curve (AUC) for the five classes is 97.35%, indicating that the model is highly effective in identifying and distinguishing various orchid species.

Downloads

Download data is not yet available.

Published

2024-10-20

How to Cite

Kurniadi, D. ., Ulumudin, J. ., & Mulyani, A. . (2024). Gabor Filter and Principal Component Analysis Method-based K-Nearest Neighbor for Orchid Flower Type Classification. Journal of Information Systems Research and Practice, 2(4), 1–18. Retrieved from https://ojie.um.edu.my/index.php/JISRP/article/view/55849