Research Article
Relative Risk Probability of a Female Patient with 3 Chronic Diseases having a Stroke or CVD/CHD using the Metabolism Index Model and her 8.5 Years Data based on GH-Method: Math-Physical Medicine (No. 491)
Perturbed Risk Probabilities of Developing Diabetic Complications, Including Heart Attack, Stroke, Kidney Complications and Diabetic Retinopathy in Comparison with HbA1C Values over the Past 11.5 Years Using GH-Method: Math-Physical Medicine (No. 476)
A Simple and Straightforward Linear Approximation Model of Predicting the Glucose and HbA1C Values to Manage Type 2 Diabetes Based on GH-Method: Math-Physical Medicine (No. 472)
Using the First-Order Perturbation Equation from Quantum Mechanics to Predict the Postprandial Plasma Glucose Data and Waveforms for Solid and Liquid Egg Meals from a Neuro-Scientific Viewpoint Based on GH-Method: Math-Physical Medicine (No. 470)
Applying the First-Order Perturbation Theory of Quantum Mechanics to Build HighlyAccurate Predicted Postprandial Plasma Glucose Waveforms within the Range of LowCarbs and High-Carbs using GH-Method: Math-Physical Medicine (MPM 1) No. 420
Application of the First, Second, and Third Order Equations of Interpolation Perturbation Theory from Quantum Mechanics to Predict a Synthesized 3-year Postprandial Plasma Glucose Wave Based on GH-Method: Math-Physical Medicine (No. 460)
Application of Higher-Order Interpolation Perturbation Theory on Postprandial Plasma Glucose Waveform of a Single Lunch Based on GH-Method: Math-Physical Medicine (No. 426)
Another Geometry Equation using Linear Elastic Glucose Theory to Estimate Average Sensor PPG and Finger PPG based on GH-Method: Math-Physical Medicine, LEGT Part 29 (No. 418)
A Simplified Diabetes Control Method by Applying Three GH-Moduli for Calculating Predicted Linear Postprandial Plasma Glucoses based on 12-year Lifestyle Data and Finger-Pierced Glucoses using GH-Method: Math-Physical Medicine, LEGT Part 28 (No. 417)
An Artificial Intelligence Model Applying Linear Elastic Glucose Theory to Control Type 2 Diabetes Based on GH-Method: Math-Physical Medicine, LEGT Part 27 (No. 416)
A Summary Report of 25 Research Articles Utilizing Linear Elastic Glucose Theory Based on GH-Method: Math-Physical Medicine, LEGT Part 26 (No. 415)
A Postprandial Plasma Glucose Magnitude and Fluctuation Study for Three Periods Using Time-Domain, Frequency Domain Analyses, and linear Elastic Glucose Theory of GH-Method: Math-Physical Medicine, Part 22 (No. 409)
Analyzing relations among weight, FPG, and PPG using statistical correlation analysis and Linear Elastic Glucose Theory of GH-Method: math-physical medicine, LEGT Part 20 (No. 402)
An Experimental Study on Self-Repair and Recovery of Pancreatic Beta Cells via Carbs/ Sugar Intake Increase and Associated Postprandial Plasma Glucose Variation using Linear Elastic Glucose Theory and GH-Method: Math-Physical Medicine (No. 396)
A Case Study of the Pre-Virus Period Versus the Virus Period Applying Wave Theory, Energy Theory, Fourier Transform, and Linear Elastic Glucose Theory to Estimate the Risk Probability of having Cardiovascular Disease or Stroke and Achieving Longevity Based on GH-Method: Math-Physical Medicine, Part 24 (No. 413)
Application of Perturbation Theory on Risk Assessments in Predicting Coronary Vascular Disease, Chronic Kidney Disease, and Diabetic Retinopathy using a Perturbation Factor of Combined Metabolism Index & Glucose Fluctuation over a Period of 11.5 years based on GH-Method: Math-Physical Medicine (No. 481)
Using the First-Order Perturbation Theory from Quantum Mechanics to Predict a Single Day of Postprandial Plasma Glucose Data and Waveform Using A Synthesized Glucose Data and Waveform from 181-Days Intermittent Fasting Period Based on GH-Method: Math-Physical Medicine (No. 471)
Using pre-COVID Postprandial Plasma Glucose Data as the Baseline to Predict Postprandial Plasma Glucose Values in the COVID Period Applying the Higher Order Equations of Interpolation Perturbation Theory from Quantum Mechanics with two Perturbation Factors of Carbs/Sugar Intake Amount and Post-Meal Walking Steps Based on GH-Method: Math-Physical Medicine (No. 464)
Predicted Fasting Plasma Glucose Values during the COVID Period, using the preCOVID data as Baseline, Applying the Higher Order Equations of Interpolation Perturbation Theory from Quantum Mechanics and Weight as the Perturbation Factor based on GH-Method: Math-Physical Medicine (No. 463)
Predict PPG Values of COVID Period (using the pre-COVID data as the baseline) Applying the Higher Order Equations of Interpolation Perturbation Theory from Quantum Mechanics and Carbs/Sugar Intake Amount as the Perturbation Factor Based on GH-Method: Math-Physical Medicine (No. 462)
Application of Perturbation Theory, Frequency Domain Energy Theory, and Linear Elasticity Theory to Study and Predict Postprandial Plasma Glucose Behaviors and their impact on Internal Organs of Type 2 Diabetes Patients based on GH-Method: Math-Physical Medicine (No. 423)
A Case Study of three Equal-Length Time Periods Applying Wave Theory, Energy Theory, Fourier Transform, and Linear Elastic Glucose Theory to Estimate Risk Probability of having a Cardiovascular Disease or Stroke and Achieving Longevity Based on GH-Method: Math-Physical Medicine, Part 25 (No. 414)
Using 12-years of Glucoses Including Intermittent Fasting Glucose Data Along with High-Carb Meals Glucose Data to Study The Suitability, Lower-Bound, and Upper Bound of the Linear Elastic Glucose Theory Based on GH-Method: Math-Physical Medicine, Part 23 (No. 412)
Estimating Cardiovascular Disease Risk and Insulin Resistance via Transforming Glucose Wave Fluctuations from Time Domain into Associated Energy in Frequency Domain and Applying the Linear Elastic Glucose Theory of GH-Method: Math-Physical Medicine, LEGT Part 21 (No. 403)
Review Article
Analyzing Roles and Contributions of Fasting Plasma Glucose, Carbs/Sugar Intake Amount, and Post-Meal Walking Steps on the Formation of Postprandial Plasma Glucose using Linear Elastic Glucose Theory of GH-Method: Math-Physical Medicine, LEGT Part 19 (No. 401)