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1.
Phys Occup Ther Pediatr ; 43(6): 725-740, 2023.
Artículo en Inglés | MEDLINE | ID: mdl-37016547

RESUMEN

AIMS: The EPInfant scale is a self-assessment for children that measures perceived exertion (PE) during physical exercise. This study aimed to translate the scale into Arabic (EPInfant-Ar) and test its psychometric properties. METHODS: The revised version was tested for face and content validity. Oxygen saturation, heart rate (HR), and ratings of perceived exertion were measured during a 3-minute step test with a sample of 93 children. PE and HR were examined using the Pearson correlation coefficient (r) to assess the concurrent validity. Internal consistency and test-retest reliability were calculated using Cronbach's alpha (α), intraclass correlation coefficient (ICC2,1), and r coefficient. A minimum detectable change with 95% confidence interval (MDC95) and percentage of change (MDC%) was also measured. RESULTS: Content validity showed an excellent level of expert agreement. There was a moderate correlation between PE rated by the scale and HR (r = 0.47, p < .001). The internal consistency and test-retest reliability were acceptable (α = 0.89; ICC2,1= 0.81; 95%Cl: 0.71-0.87, r = 0.81) with low measurement error (MDC95 = 2.66 and MDC% = 61.10%). CONCLUSIONS: The EPInfant-Ar scale was considered valid and reliable for assessing PE after physical exercises in typically developing children aged 6-16 years.


Asunto(s)
Ejercicio Físico , Traducción , Humanos , Niño , Psicometría , Reproducibilidad de los Resultados , Prueba de Esfuerzo , Encuestas y Cuestionarios , Comparación Transcultural
2.
Entropy (Basel) ; 24(5)2022 May 20.
Artículo en Inglés | MEDLINE | ID: mdl-35626611

RESUMEN

This article estimates several integral inequalities involving (h-m)-convexity via the quantum calculus, through which Important integral inequalities including Simpson-like, midpoint-like, averaged midpoint-trapezoid-like and trapezoid-like are extended. We generalized some quantum integral inequalities for q-differentiable (h-m)-convexity. Our results could serve as the refinement and the unification of some classical results existing in the literature by taking the limit q→1-.

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