Trapezoidal neutrosophic teaching learning-based optimization in enhancing accuracy of diabetes prognosis

Q3 Mathematics
Nivedita , Seema Agrawal , Tarun Kumar , Kapil Kumar , M.K. Sharma , Vishnu Narayan Mishra
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Abstract

Diabetes is one of chronic diseases in which blood glucose (sugar) level soar up high where human body are incapable to absorb it properly. It is important to have an appropriate diagnosis for proper management and treatment. The aim of this manuscript is to provide a more accurate diabetes prediction model through the new adaptive Trapezoidal Neutrosophic Teaching Learning-Based Optimization (TLBO) method. In order to address the inherent uncertainties and imprecisions in medical data, the suggested model makes use of the resilience of Trapezoidal Neutrosophic sets. The Trapezoidal Neutrosophic set theory provides a suitable basis for developing rule/knowledge-based systems in the medical field. The present investigation makes use of the dataset acquired from the Pima Indians Diabetes Database (PIDD) website, which has an extensive global collection of diabetes datasets. The performance of our model is evaluated against several existing methodologies, including Intuitionistic Neuro-Fuzzy System (INFS) Structure, Fuzzy Logic based Diabetes Diagnosis System (FLDDS), Fuzzy Verdict Mechanism (FVM) for Diabetes Decision, (Fuzzy Expert System) FES, and Hierarchical Neuro-Fuzzy Binary space partitioning System (HNFB-1). Quantitative analysis validates that proposed methodology achieves an exceptional predictive accuracy of 99.89 %, which is substantially higher than the comparative methodologies, namely INFS Structure (88.76 %), FLDDS (87.2 %), FVM for Diabetes Decision (85.03 %), FES (81.7 %), and HNFB-1 (78.26 %). These enhancements demonstrate show how well the suggested model works to lower diagnostic errors and increase dependability.
基于梯形中性教学学习的优化技术在提高糖尿病预后准确性中的应用
糖尿病是一种慢性疾病,患者的血糖水平会飙升到人体无法正常吸收的程度。适当的诊断对于正确的管理和治疗非常重要。本手稿旨在通过新的自适应梯形中性教学优化(TLBO)方法,提供一个更准确的糖尿病预测模型。为了解决医疗数据中固有的不确定性和不精确性,所建议的模型利用了梯形中性集的弹性。梯形中性集理论为在医疗领域开发基于规则/知识的系统提供了合适的基础。本研究使用的数据集来自皮马印第安人糖尿病数据库(PIDD)网站,该网站拥有大量的全球糖尿病数据集。我们的模型与现有的几种方法进行了性能评估,包括直觉神经模糊系统(INFS)结构、基于模糊逻辑的糖尿病诊断系统(FLDDS)、糖尿病决策模糊判定机制(FVM)、模糊专家系统(FES)和层次神经模糊二进制空间分区系统(HNFB-1)。定量分析证实,所提出的方法的预测准确率高达 99.89%,大大高于其他比较方法,即 INFS 结构(88.76%)、FLDDS(87.2%)、用于糖尿病决策的 FVM(85.03%)、FES(81.7%)和 HNFB-1(78.26%)。这些改进表明,建议的模型在降低诊断误差和提高可靠性方面效果显著。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Results in Control and Optimization
Results in Control and Optimization Mathematics-Control and Optimization
CiteScore
3.00
自引率
0.00%
发文量
51
审稿时长
91 days
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