. 2022 Jun 16;19(12):7368. doi: 10.3390/ijerph19127368

Table 4.

Threshold results by MMDE.

Item	Data
Step 1: The ordered $triplets set T^{*}$	$T^{*}$ = {(0.2669,19,15), (0.2600,19,18), (0.2582,11,18), (0.2567,13,15), (0.2559,11,15), …, (0.0513,4,19)}
$Step 2 : T^{D_{i}}$ $sets and T^{R_{e}}$ sets	$T^{D_{i}}$ = {19,19,11,13,11,…,4}
$Step 2 : T^{D_{i}}$ $sets and T^{R_{e}}$ sets	$T^{R_{e}}$ = {15,18,18,15,15,…,19}
$Step 3.1 : T_{t}^{D_{i}}$ sets	$T_{1}^{D_{i}}$ $= {19}; T_{2}^{D_{i}}$ $= {19, 19}; T_{3}^{D_{i}}$ $= {19, 19, 11}; T_{4}^{D_{i}}$ = {19,19,11,13}; $T_{5}^{D_{i}}$ $= {19, 19, 11, 13, 11}; \dots; T_{400}^{R_{e}}$ = {19,19,11,13,11,…,4};
$Step 3.2 : M D E_{t}^{D_{i}}$	{0,0.0283,0.0196,0.0146,0,…,0}
$Step 3.3 : T_{t}^{R_{e}}$ sets	$T_{1}^{R_{e}}$ $= {15}; T_{2}^{R_{e}}$ $= {15, 18}; T_{3}^{R_{e}}$ $= {15, 18, 18}; T_{4}^{R_{e}}$ = { 15,18,18,15}; $T_{5}^{R_{e}}$ $= {15, 18, 18, 15, 15}; \dots; T_{400}^{R_{e}}$ = {15,18,18,15,15,…,19};
$Step 3.4 : M D E_{t}^{R_{e}}$	{0,0,0.0283,0,0.0101,…,0}
$Step 4.1 : Maximum M D E_{t}^{D_{i}}$	0.0454
$Step 4.2 : T_{\max}^{D_{i}}$	{11,12,13,19}
$Step 4.3 : Maximum M D E_{t}^{R_{e}}$	0.0291
$Step 4.4 : T_{\max}^{R_{e}}$	{8,15,18}
Step 5.1: Dispatch-node $set of the maximum M D E_{t}^{D_{i}}$	{(0.2582,11,18),(0.2463,12,15),(0.2567,13,15),(0.2669,19,15)}
Step 5.2: Receive-node $set of the maximum M D E_{t}^{R_{e}}$	{(0.2505,13,8),(0.2669,19,15),(0.2600,19,18)}
$Step 5.3 : T^{T h}$	{(0.2463,12,15),(0.2505,13,8),(0.2567,13,15), (0.2582,11,18),(0.2600,19,18),(0.2669,19,15),(0.2669,19,15)}
Step 5.4: Threshold value	0.2463