2020
DOI: 10.1016/j.matpr.2020.04.281
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Prediction of Hand Grip Strength among Elderly Farmers of Odisha in India

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Cited by 3 publications
(5 citation statements)
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“…In the multiple linear regression model developed, the coefficient of determination of the FF variable was high only in the HGS test regression model [57.708 − (9.602 × sex male=1; female=2 ) + (0.315 × age) − (0.256 × percent body fat) − (0.528 × BMI)] with a mean explanatory power of 77.3% (adjusted R 2 ). This HGS mean explanatory power was higher than the ones of previously developed equations in India (52.25%; Mukherjee et al, 2020 ) and Taiwan [53.3% ( Pan et al, 2020 )] indicating that the multiple linear regression model formulation by Kim et al was more accurate and straightforward than the predictive power of previous studies. However, the coefficients of determination in the 30-s chair stand, chair sit-and-reach, figure of 8 walk, timed up-and-go, and 2-min step tests were significantly low to moderate, indicating difficulty in predicting the remaining FF variables (i.e., lower body strength and flexibility, coordination, agility/dynamic balance, and aerobic endurance, respectively) in older adults using easy to measure independent variables.…”
Section: Predicting Functional Fitness Through a Multiple Linear Regr...contrasting
confidence: 59%
“…In the multiple linear regression model developed, the coefficient of determination of the FF variable was high only in the HGS test regression model [57.708 − (9.602 × sex male=1; female=2 ) + (0.315 × age) − (0.256 × percent body fat) − (0.528 × BMI)] with a mean explanatory power of 77.3% (adjusted R 2 ). This HGS mean explanatory power was higher than the ones of previously developed equations in India (52.25%; Mukherjee et al, 2020 ) and Taiwan [53.3% ( Pan et al, 2020 )] indicating that the multiple linear regression model formulation by Kim et al was more accurate and straightforward than the predictive power of previous studies. However, the coefficients of determination in the 30-s chair stand, chair sit-and-reach, figure of 8 walk, timed up-and-go, and 2-min step tests were significantly low to moderate, indicating difficulty in predicting the remaining FF variables (i.e., lower body strength and flexibility, coordination, agility/dynamic balance, and aerobic endurance, respectively) in older adults using easy to measure independent variables.…”
Section: Predicting Functional Fitness Through a Multiple Linear Regr...contrasting
confidence: 59%
“…The mean explanatory power of HGS without outlier data was 78.4%, which was the highest value in the DNN model (MLR: 77.3%, SVM: 78.4%, RF: 74.2%, XGBoost: 78.3%, DNN: 78.4%, MDN: 78.3%). Our proposed regression model’s explanatory power of HGS was improved by approximately 25% compared with previous studies [ 25 , 26 ]. In our previous study, we developed a linear regression model for predicting FF variables of South Korean older adults [ 17 ].…”
Section: Discussionmentioning
confidence: 78%
“…In our study, the mean explanatory power of the HGS test regression model [57.708 − (9.602 × sex male = 1; female = 2 ) + (0.315 × age) − (0.256 × percent body fat) − (0.528 × BMI)] was 77.3% (adjusted R 2 ). In a previous study, 14 anthropometric dimension variables (i.e., weight, stature, eye, mid-shoulder, acromion, cervical, mid-shoulder, elbow rest, knee height, popliteal, hand length, palm length, hand breadth with thumb, and grip inside diameter maximum) predicted 52.25% (adjusted R 2 ) of the HGS of elderly individuals ( n = 38) in India ( Mukherjee et al, 2020 ). In another study, the independent variables of height, sex, age, exercise time, weight, waist circumference, diabetes mellitus, heart disease, and living status accounted for 53.3% (R 2 ) of the variance of the HGS in elderly individuals (age: 65 years and older; total: n = 2,470; men: n = 998; women: n = 1,472) in Taiwan ( Pan et al, 2020 ).…”
Section: Discussionmentioning
confidence: 88%
“…In terms of healthcare, it would be helpful to develop tools that can measure and evaluate FF in daily life. In previous studies, most of the FF variables in older adults were compared with FF measurement parameters developed or regression equations targeting relatively small numbers of samples ( Mukherjee et al, 2020 ; Pan et al, 2020 ; Yee et al, 2021 ). Herein, we aimed to develop a multiple linear regression model for estimating FF variables in Korean older adults using easy-to-measure independent variables.…”
Section: Discussionmentioning
confidence: 99%
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