Mathematically Modified Deep Learning Model Assisted Handwritten Digit Recognition for Intelligent Document Processing Systems

Information processing requires handwritten digit recognition; however, methods of writing and image defects, such as brightness changes, blurring, and noise, make image recognition challenging. This paper presents a strategy for categorizing offline handwritten digits in Devanagari script and Roman script (English numbers) using Deep Learning (DL), a branch of Machine Learning (ML) that utilizes Neural Networks (NN) with multiple layers to attain classified representations of input autonomously. The research study develops classification algorithms for recognizing handwritten digits in the numerical characters (0–9), analyzes combination approaches for classifiers, and evaluates their accuracy. The study aims to optimize recognition results when working with multiple scripts simultaneously. It proposes a simple profiling method, Linear Discriminant Analysis (LDA) implementation, and an NN structure for numerical character classification. However, testing shows inconsistent outcomes from the LDA classifier. The approach, which combines profile-based Feature Extraction (FE) with advanced classification algorithms, can significantly improve the field of HWR numerical characters, as evidenced by the diverse outcomes it produces. The model achieved an accuracy of 98.98% on the MNIST dataset. In the CPAR database, this work conducted a cross-dataset evaluation with an accuracy of 98.19%.

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Publication Details

Journal
Journal of Machine and Computing
Published
2025-09-15
DOI
https://doi.org/10.53759/7669/jmc202505204
Citations
4
Primary Topic
Neural Networks and Reservoir Computing
Type
article
Field-Weighted Citation Impact
9.92
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article

Mathematically Modified Deep Learning Model Assisted Handwritten Digit Recognition for Intelligent Document Processing Systems

V. Sahasranamam, G. Sivakumar, S H Manjula, Aseel Smerat et al.
4 citations
Journal of Machine and Computing
Neural Networks and Reservoir Computing
9.92
article

Mathematically Modified Deep Learning Model Assisted Handwritten Digit Recognition for Intelligent Document Processing Systems

V. Sahasranamam, G. Sivakumar, S H Manjula, Aseel Smerat, Ali A Ibrahim Alasadi, Komali Govindu
article en
4 citations

Abstract

Information processing requires handwritten digit recognition; however, methods of writing and image defects, such as brightness changes, blurring, and noise, make image recognition challenging. This paper presents a strategy for categorizing offline handwritten digits in Devanagari script and Roman script (English numbers) using Deep Learning (DL), a branch of Machine Learning (ML) that utilizes Neural Networks (NN) with multiple layers to attain classified representations of input autonomously. The research study develops classification algorithms for recognizing handwritten digits in the numerical characters (0–9), analyzes combination approaches for classifiers, and evaluates their accuracy. The study aims to optimize recognition results when working with multiple scripts simultaneously. It proposes a simple profiling method, Linear Discriminant Analysis (LDA) implementation, and an NN structure for numerical character classification. However, testing shows inconsistent outcomes from the LDA classifier. The approach, which combines profile-based Feature Extraction (FE) with advanced classification algorithms, can significantly improve the field of HWR numerical characters, as evidenced by the diverse outcomes it produces. The model achieved an accuracy of 98.98% on the MNIST dataset. In the CPAR database, this work conducted a cross-dataset evaluation with an accuracy of 98.19%.

Journal of Machine and Computing
Koneru Lakshmaiah Education Foundation (IN)
Openalex Percentile: Top 2%
Neural Networks and Reservoir Computing
9.92
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Mathematically Modified Deep Learning Model Assisted Handwritten Digit Recognition for Intelligent Document Processing Systems — V. Sahasranamam, G. Sivakumar, et al. · Journal of Machine and Computing (2025) | TGRS Research Map | TGRS