Ordered Variables and Their Concomitants under Extropy via COVID-19 Data Application

Table 1

Mean and variance of the empirical residual extropy of concomitants of order statistics, .

		distribution				distribution
		The first estimator		The second estimator		The first estimator		The second estimator
		10	3	−0.1042	0.0019	−0.1043	0.0013	−0.1704	0.0047	−0.2009	0.0057
5	−0.1241		0.0024	−0.1303	0.0019	−0.2132	0.0065	−0.2528	0.0084
8	−0.1588		0.0035	−0.17507	0.0035	−0.2904	0.0108	−0.3463	0.0145
30	10	−0.1317	0.00109	−0.13301	0.000998	−0.1977	0.0019	−0.2089	0.0019
	15	−0.1512	0.001319	−0.1544	0.00125	−0.2373	0.0025	−0.2552	0.0027
	25	−0.1966	0.00193	−0.2039	0.00197	−0.3333	0.00447	−0.3663	0.0051
50	15	−0.1334	0.000702	−0.13406	0.000667	−0.1946	0.00116	−0.20008	0.001106
	25	−0.1572	0.00086	−0.15906	0.00085	−0.2423	0.0015	−0.2539	0.0016
	40	−0.19906	0.001219	−0.2026	0.00123	−0.3294	0.0026	−0.3514	0.0028
70	20	−0.1341	0.000515	−0.1343	0.00049	−0.1933	0.00082	−0.1964	0.00078
	35	−0.1598	0.00064	−0.1609	0.00063	−0.2445	0.00115	−0.2526	0.00116
	60	−0.2111	0.00096	−0.2137	0.00097	−0.3511	0.00208	−0.3685	0.0022
100	20	−0.1265	0.00034	−0.1259	0.00032	−0.1767	0.00051	−0.1776	0.00048
	50	−0.1618	0.00046	−0.1623	0.00045	−0.2461	0.000814	−0.2516	0.000819
	90	−0.2206	0.00073	−0.2226	0.00073	−0.36809	0.00158	−0.3807	0.0016