speaking youth (35% boys)withinan age range from 9-17 years M age=13.27, SD=1.98

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heagerty pj survivalroc time dependent roc curve estimation

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without behavioral abnormalities removedgraphicremovedgraphic multivariate logistic regression

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mean 2 factorial intra class correlation

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Linguistic neutrosophic power Muirhead mean operators for safety evaluation of mines

alpha are<disp formula id="pone.0224090.e010">removedGRAPHIC B alpha=4 c + T - I - F 6 c,</disp formula><disp formula id="pone.0224090.e011">removedGRAPHIC C alpha=T - F 2
removedGRAPHIC 0<=w i=(1 + F(alpha σ i) ∑ j=1 m (1 + F alpha j<=1
c -2 c (1 - (F σ i 2 c) m w i) k i), then<disp formula id="pone.0224090.e031">removedGRAPHIC ∏ i=1
E m (1 - ∏ i=1 m (1 - (F σ i 2 c) m w i) k i)</disp formula><disp formula id="pone.0224090.e033">removedGRAPHIC ⇒ 1 m ! ∑ σ ∈ E m ∏ i=1
disp formula><disp formula id="pone.0224090.e034">removedGRAPHIC (a 2 c -2 c (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T σ i 2 c) m w i) k i) 1
c (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (F σ i 2 c) m w i) k i) 1 m !)</disp formula><disp formula id="pone.0224090.e035">removedGRAPHIC ⇒ (1 m ! ∑ σ ∈ E m ∏ i=1
disp formula><disp formula id="pone.0224090.e036">removedGRAPHIC (a 2 c (1 - (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T σ i 2 c) m w i) k i) 1 m !) 1 ∑ i=1
alpha 1, alpha 2 ..., alpha m=<disp formula id="pone.0224090.e037">removedGRAPHIC (a 2 c (1 - (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T σ i 2 c) m w i) k i) 1 m !) 1 ∑ i=1
alpha j=m -1 ⇒ removedGRAPHIC w i=(1 + F(alpha σ i) ∑ j=1 m (1 + F alpha j=1
alpha<disp formula id="pone.0224090.e041">removedGRAPHIC=(a 2 c (1 - (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T 2 c) k i) 1 m !) 1 ∑ i=1
c -2 c (1 - (1 - (1 - F 2 c) ∑ i=1 m k i) 1 ∑ i=1 m k i)</disp formula><disp formula id="pone.0224090.e046">removedGRAPHIC=(a 2 c (T 2 c) ∑ i=1 m k i) 1 ∑ i=1
c -2 c (1 - F 2 c) ∑ i=1 m k i) 1 ∑ i=1 m k i)</disp formula><disp formula id="pone.0224090.e047">removedGRAPHIC=(a 2 c - T 2
alpha 1, alpha 2 ..., alpha m=<disp formula id="pone.0224090.e050">removedGRAPHIC (a 2 c (1 - (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T σ i 2 c) m w i) k i) 1 m !) 1 ∑ i=1
c -2 c (1 - (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (F σ i 2 c) m w i) k i) 1 m !) 1 ∑ i=1 m k i)</disp formula><disp formula id="pone.0224090.e051">removedGRAPHIC A s (a (1 - T σ i 2
F 2 c) m w i)</disp formula><disp formula id="pone.0224090.e052">removedGRAPHIC ⇒ (a ∏ i=1 m (1 - (1 - T σ i 2
i=1 m (1 - (F 2 c) m w i) k i)</disp formula><disp formula id="pone.0224090.e053">removedGRAPHIC ⇒ (a (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T σ i 2 c) m w i) k i) 1
E m (1 - ∏ i=1 m (1 - (F σ i 2 c) m w i) k i) 1 m !)</disp formula><disp formula id="pone.0224090.e054">removedGRAPHIC<=(a (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T + 2 c) m w i) k i) 1
E m (1 - ∏ i=1 m (1 - (F + 2 c) m w i) k i) 1 m !)</disp formula><disp formula id="pone.0224090.e055">removedGRAPHIC ⇒ (a 2 c (1 - (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T σ i 2 c) m w i) k i) 1 m !) 1 ∑ i=1
c -2 c (1 - (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (F + 2 c) m w i) k i) 1 m !) 1 ∑ i=1 m k i)</disp formula>As alpha^+=max{ alpha 1, alpha 2
according Eq (8),<disp formula id="pone.0224090.e057">removedGRAPHIC (a 2 c (1 - (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T + 2 c) m w i) k i) 1 m !) 1 ∑ i=1
alpha i=∑ i=1 m (1 + F(alpha σ i) ∑ j=1 m (1
alpha i 1 m=∏ i=1 m (1 + F(alpha σ i) ∑ j=1 m (1 + F alpha j alpha i) 1
w i=(1 + F(alpha σ i) ∑ j=1 m (1 + F alpha j ∈ [0, 1]
and w 1 + w 2 +⋯+ w m=1, then WLNPMM operator is<disp formula id="pone.0224090.e072
alpha 1, alpha 2..., alpha m=(a 2 c (1 - (∏ σ ∈ E m (1 - ∏ i=1 m (1 - (1 - T σ i 2 c) m w ϑ i ϖ σ i ∑ j=1