prevalence rate ratios 95% confidence interval

ratio PRR=1.576, 95% confidence interval CI=1.324-1.876, p<.001

A new method of Bayesian causal inference in non-stationary environments

pone.0233559.e006">removedGRAPHIC P t + 1 h k<- P 1 h k ∏ i=1
pone.0233559.e007">removedGRAPHIC P t + 1 h k<- P 1 h k ∏ i=1
m</disp formula><disp formula id="pone.0233559.e018">removedGRAPHIC C t + 1
t</disp formula>If alpha=0, C^t(d^t | h k) does notchangeby formula (14
pone.0233559.e040">removedGRAPHIC C t + 1 h k<- C t + 1 h k + eta ∑ j=1
pone.0233559.e063">removedGRAPHIC C t + 1 d t | h max t<- 1
variance Σ.<disp formula id="pone.0233559.e075">removedGRAPHIC d i ~ N (0, Σ), D=∑ i=1
pone.0233559.e081">removedGRAPHIC C t + 1 D max t | h max t)=F D max t | θ max t + 1)=f D max t | lambda max t + 1, S)=lambda max t + 1 S Γ S D max t S -1 exp (- lambda max t + 1 D max t)</disp formula>With removedGRAPHIC Θ max t + 1=-lambda max t + 1 D max t / S, Z t + 1
t</disp formula><disp formula id="pone.0233559.e123">removedGRAPHIC μ k t + 1<- μ ~ k t + 1 π ~ k t + 1</disp formula><disp formula id="pone.0233559.e124">removedGRAPHIC Σ k t + 1<- Σ ~ k t + 1 π ~ k t + 1</disp formula>Regarding removedGRAPHIC π ~ k t + 1
pone.0233559.e126">removedGRAPHIC π k t + 1<- π ~ k t + 1 + gamma K gamma + ∑ j=1 K π ~ j t + 1</disp formula>We set gamma=0.001
pone.0233559.e131">removedGRAPHIC P t + 1 h k<- b ∑ i=1
pone.0233559.e132">removedGRAPHIC log C t + 1 h k<- ∑ i=1
m,K=(0.03,0.0,10). b Estimateds by EMA. b=0.03. c Estimateds by SDEM. (b,K)=(0.03,10

How repeated exposure to informal science education affects content knowledge of and perspectives on science among incarcerated adults

Comparison of multiplicative and additive hyperbolic and hyperboloid discounting models in delayed lotteries involving gains and losses

Eq 13; Table 2; ∑AICc=-2044.28, delta AICc=0
Eq 12; Table 2; ∑BIC=-1868.45, delta BIC=0
Eq 12; Table 2; ∑AICc=-1219.69, delta AICc=0
Table 3; ∑AICc=-1089.45, delta AICc=0; ∑BIC=-1628.16, delta BIC=0
Table 3; ∑AICc=-1474.18, delta AICc=0; ∑BIC=-2012.89, delta BIC=0