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Published on: April 1, 2019
Information Entropy-Based Framework for Quantifying Curve Tortuosity in Meibomian Glands Uneven Atrophy
Kesheng Wang1, Xiaoyu Chen2, Chunlei He1
1College of Mathematical Medicine, Zhejiang Normal University, Jinhua, China.
Translational Vision Science & Technology
|May 27, 2026
Summary
A new framework accurately quantifies curve tortuosity in medical images, effectively assessing meibomian gland atrophy uniformity. This method shows promise for diagnosing ocular surface diseases.
Area of Science:
- Medical Image Analysis
- Quantitative Morphology
- Ocular Surface Disease Diagnostics
Background:
- Precise quantification of curve tortuosity is vital for medical image analysis, aiding in disease diagnosis and pathological assessment.
- Meibomian gland (MG) atrophy uniformity is a key indicator in ocular surface disease, requiring accurate measurement.
Purpose of the Study:
- To introduce a novel framework for curve tortuosity quantification.
- To demonstrate its effectiveness in evaluating meibomian gland atrophy uniformity.
- To establish a generalizable tool for quantitative morphological evaluation in medical diagnostics.
Main Methods:
- Developed an information entropy-based framework for MG boundary curve tortuosity quantification.
- Integrated probability modeling, entropy theory, and domain transformation of curve data.
- Validated through numerical simulations and application to differentiate Demodex-negative and Demodex-positive patient groups.
Main Results:
- The framework successfully quantified spatial uniformity of MG atrophy.
- A significant difference in tortuosity-based uniformity was observed between Demodex-negative and Demodex-positive groups.
- Achieved an area under the curve of 0.8768, with 0.75 sensitivity and 0.93 specificity.
Conclusions:
- The proposed framework offers clinical utility for MG boundary curve tortuosity analysis.
- It serves as a potential generalizable tool for quantitative morphological evaluation in medical diagnostics.
- The method bridges morphometric research and clinical diagnostics for ocular surface disease using reference curves.

