Hand-Sketchs based Parkinson's disease Screening using Lightweight Deep-Learning with Two-Fold Training and Fused Optimal Features

Authors

  • Venkatesan Rajinikanth Department of Computer Science and Engineering, Division of Research and Innovation, Saveetha School of Engineering
  • Sahar Yassine Department of Applied Data Science, Noroff University College, Norway
  • Syed Ahmad Bukhari Division of Computer Science, Mathematics and Science, Collins College of Professional Studies, St John’s University

DOI:

https://doi.org/10.59543/ijmscs.v2i.7821

Keywords:

Parkinson's disease, Hand sketches, Deep learning, MobileNet, Features selection, classification

Abstract

Older people experience different Age-Associated Diseases (AAD), and appropriate diagnosis and treatment will help them to lead a peaceful life. Parkinson's disease (PD) is one of the ADD generally found in people aged >60 years. The clinical-level screening of PD is performed using different procedures, including the hand sketches, such as wave/spiral patterns. The proposed research implements Pretrained Lightweight Deep-Learning (PLDL) methods with two-fold training to detect the patterns accurately from hand sketches belonging to the healthy/PD class. The developed system consists of the following stages; (i) Image preprocessing, (ii) Data augmentation, (iii) Two-fold training to improve the detection accuracy, and (iv) Deep features selection with 50% drop-out and binary classification. This work considered the fused features of MobileNets to achieve better detection accuracy. The outcome of this research confirms that this procedure offers a satisfactory result in predicting PD from the considered test images. The K-Nearest Neighbor (KNN) classifier offered a detection accuracy of 100% with the chosen database.

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Published

2023-06-16

How to Cite

Rajinikanth, V., Yassine, S., & Bukhari, S. A. (2023). Hand-Sketchs based Parkinson’s disease Screening using Lightweight Deep-Learning with Two-Fold Training and Fused Optimal Features . International Journal of Mathematics, Statistics, and Computer Science, 2, 9–18. https://doi.org/10.59543/ijmscs.v2i.7821

Issue

Section

Original Research Articles