Enhanced Texture Analysis using Quantum Entropy Local Binary Pattern (QELBP) for Early Alzheimer’s Disease Detection on a Large‐Scale MRI Dataset

BACKGROUND: Recent breakthroughs in Quantum Calculus (QC) have given new opportunities for texture analysis. Motivated by QC, QELBP examines subtle variations in grayscale within MRI, which may provide early signs of textural changes associated with AD. METHOD: 13500 images were extracted from 150 images (90 slices/patient). Texture descriptors LBP and QELBP were used to extract texture features from the images. Quantum entropy measures the uncertainty in the distribution of LBP. Higher entropy means a more varied texture, while lower entropy points a more uniform pattern. AD is often linked with specific brain changes, such as atrophy, reduced gray matter, and other textural anomalies. ALGORITHM Input: Grayscale MR Image of size 224×224 Radius R Classifier Output: Classified as demented or non‐demented Steps: 1. Initialize Parameters: Radius R, and number of points P 2. Divide Image into non‐overlapping circular blocks of radius R 3. Compute LBP for each block in the image LBP (x(c), y(c)) = ∑(i = 0 to P‐1) s (g(i) ‐ g(c)) 2(i), s(x) = 1, x ≥0; 0, x<0, (x(c), y(c))‐coordinates of the central pixel, P‐number of surrounding pixels, g(c,)g(i) are the gray values of central and surrounding pixels. 4. Calculate Entropy for each block: ∑ (i = 1 to N) (P(i) log(2)P(i)) P(i) is the probability of i(th) pattern and concatenate it as a single vector. It represents the textural randomness of the image. 5. Train a classifier using labeled data to distinguish between MRI categories using entropy as input features. RESULT: Among multiple ML models, Linear Discriminant Analysis (LDA) model achieved a precision of 0.938 for demented and a recall of 0.950 for non‐demented. This high precision and recall suggest that the LDA model aptly identifies demented and seldom mislabels non‐demented, featuring the potential of QELBP in early AD detection. CONCLUSION: The superior performance of the LDA model underscores the promise of QELBP in early AD identification. Future studies should examine the ability of this method to distinguish between dementia subtypes. Moreover, fusing these textural features with additional biomarkers could enhance diagnostic accuracy.

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Publication Details

Journal
PubMed Central
Published
2025-01-09
DOI
https://doi.org/10.1002/alz.095106
Primary Topic
Radiomics and Machine Learning in Medical Imaging
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article
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0.00
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article

Enhanced Texture Analysis using Quantum Entropy Local Binary Pattern (QELBP) for Early Alzheimer’s Disease Detection on a Large‐Scale MRI Dataset

PubMed Central
Radiomics and Machine Learning in Medical Imaging
article

Enhanced Texture Analysis using Quantum Entropy Local Binary Pattern (QELBP) for Early Alzheimer’s Disease Detection on a Large‐Scale MRI Dataset

article en

Abstract

BACKGROUND: Recent breakthroughs in Quantum Calculus (QC) have given new opportunities for texture analysis. Motivated by QC, QELBP examines subtle variations in grayscale within MRI, which may provide early signs of textural changes associated with AD. METHOD: 13500 images were extracted from 150 images (90 slices/patient). Texture descriptors LBP and QELBP were used to extract texture features from the images. Quantum entropy measures the uncertainty in the distribution of LBP. Higher entropy means a more varied texture, while lower entropy points a more uniform pattern. AD is often linked with specific brain changes, such as atrophy, reduced gray matter, and other textural anomalies. ALGORITHM Input: Grayscale MR Image of size 224×224 Radius R Classifier Output: Classified as demented or non‐demented Steps: 1. Initialize Parameters: Radius R, and number of points P 2. Divide Image into non‐overlapping circular blocks of radius R 3. Compute LBP for each block in the image LBP (x(c), y(c)) = ∑(i = 0 to P‐1) s (g(i) ‐ g(c)) 2(i), s(x) = 1, x ≥0; 0, x<0, (x(c), y(c))‐coordinates of the central pixel, P‐number of surrounding pixels, g(c,)g(i) are the gray values of central and surrounding pixels. 4. Calculate Entropy for each block: ∑ (i = 1 to N) (P(i) log(2)P(i)) P(i) is the probability of i(th) pattern and concatenate it as a single vector. It represents the textural randomness of the image. 5. Train a classifier using labeled data to distinguish between MRI categories using entropy as input features. RESULT: Among multiple ML models, Linear Discriminant Analysis (LDA) model achieved a precision of 0.938 for demented and a recall of 0.950 for non‐demented. This high precision and recall suggest that the LDA model aptly identifies demented and seldom mislabels non‐demented, featuring the potential of QELBP in early AD detection. CONCLUSION: The superior performance of the LDA model underscores the promise of QELBP in early AD identification. Future studies should examine the ability of this method to distinguish between dementia subtypes. Moreover, fusing these textural features with additional biomarkers could enhance diagnostic accuracy.

PubMed Central
Muscat College (OM)
Reduced inequalities
Openalex Percentile: Top 39%
Radiomics and Machine Learning in Medical Imaging
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