Unwarranted regional variation in vertebroplasty and kyphoplasty in Switzerland: A population-based small area variation analysis

population based small area variation analysis
progressively adjusted multilevel negative binomial regression

decreased from>8->2-4 procedures per 10000

Deriving the priority weights from probabilistic linguistic preference relation with unknown probabilities

k=tau + 2 tau omega i - omega j, i, j=1, 2
|=| 2 tau omega i - omega j + tau - ∑ k=1
i=1 n omega i=1, omega i<0 i, j=1, 2, ⋯, n</disp formula>To simplify Eq (10), we present Theorem 1
pone.0208855.e016">removedGRAPHIC | 2 tau omega j - omega i + tau - ∑ k=1
k |=| 2 tau omega i - omega j + tau - ∑ k=1
<disp formula id="pone.0208855.e018">removedGRAPHIC | 2 tau omega j - omega i + tau - ∑ k=1
k |=| 2 tau omega j - omega i + tau - ∑ k=1
k |=| 2 tau omega j - omega i - tau + ∑ k=1
pone.0208855.e020">removedGRAPHIC min f=∑ i=1 n -1 ∑ j=2
t. { 2 tau omega i - omega j + tau - ∑ k=1
pone.0208855.e025">removedGRAPHIC min f=∑ i=1 n -1 ∑ j=2
According Eq (16), we obtain removedGRAPHIC d max=d 13 -=0.6675
k=1, 2, we get optimal elements removedGRAPHIC L ~ 13, 1=s 4.33
According Eq (16), we obtain removedGRAPHIC d max=d 23 +=0.4546
According Eq (16), we have removedGRAPHIC d max=d 24 -=1.3452
k=1, 2, we obtain removedGRAPHIC L ~ 24, 1=s 2.65

Low dose aspirin blocks breast cancer-induced cognitive impairment in mice

CXCL1 compared non tumor bearing mice all p<0.05

QTM: Computational package using MPI protocol for Quantum Trajectories Method

sparse matrices facilitates efficient simulation

pone.0208263.e002">removedGRAPHIC ∑ i=0 k alpha k - i y (n + 1 - i)=h ∑ i=0
pone.0208263.e004">removedGRAPHIC y n + 1=y n + h ∑ i=0
pone.0208263.e006">removedGRAPHIC ∑ i=1 k 1
pone.0208263.e023">removedGRAPHIC H SYS=2 π 10
i=0; i<WAVEVECTORLEADDIM; i++<p specific use="line">{<p specific use="line">YDOTi.re=0.0;<p specific use="line">YDOTi.im=0.0
line">const int N=40;<p specific use="line">double g=1.0, delta=-0.1, alpha=4.0<p specific use="line">uMatrix<simleComplex<double>>d1N;<p specific use="line">uMatrix<simleComplex<double>>eye2(2), sigmam(2