Depressive symptoms among frontline and non-frontline healthcare providers in response to the COVID-19 pandemic in Kelantan, Malaysia: A cross sectional study

Impacts of COVID-19 on clinical research in the UK: A multi-method qualitative case study

type="letter date">14 Jul 2021</named content>PONE D-21-12411

Research on evolutionary game of environmental accounting information disclosure from the perspective of multi-agent

• Results in abstract and full text:
b - eta</disp formula><disp formula id="pone.0256046.e003">removedGRAPHIC U chi2=-rho Ny - θ - alpha y z + - rho Ny - alpha y 1 - z + σ - rho Ny - θ - alpha 1 - y z + σ - rho Ny - alpha 1 - y 1
z=σ 1 - y - θ z - rho Ny - alpha</disp formula><disp formula id="pone.0256046.e004">removedGRAPHIC U x 3=-rho Ny - θ y z + - rho Ny y 1 - z + σ - rho Ny - θ 1 - y z + σ - rho Ny 1 - y 1
tau 1 - k x 1 - y + ξ + rho κ - tau 1 - x y + ξ + rho κ - tau 1 - x 1 - y=ξ + rho κ - tau</disp formula><disp formula id="pone.0256046.e014">removedGRAPHIC U z 2=0</disp formula><disp formula id="pone.0256046.e015
<disp formula id="pone.0256046.e019">removedGRAPHIC J 11=x -2 k chi2 μ z + rho lambda + σ - alpha - b - eta + 2 k chi2 - x σ 1 - y - θ z - rho Ny - alpha - alpha x 1 - x ; J 12=k -2 k 2 x μ z + rho lambda + σ - alpha - b - eta + 2 k 2 x - k σ 1 - y - θ z - rho Ny - alpha - alpha k 1 -2 x J 13=σ k x 1 - k x ; J 14=k x 1 - k x μ + θ ; J 21=x y 1 - y eta - z ψ 11 - ψ 12 - ψ 12 ; J 22=y 1 - y eta k + 1 - k z ψ 11 - ψ 12 + ψ 12 - z ψ 21 - ψ 22 + ψ 22 ; J 23=1 -2y eta k x -1 + 1
z ψ 21 - ψ 22 + ψ 22 ; J 24=y 1 - y 1 - k x ψ 11 - ψ 12 + 1 - x ψ 21 - ψ 22 J 31=0 ; J 32=0 ; J 33=0 ; J 34=ξ + rho κ - tau 1 -2
INITIAL TIME=1, FINAL TIME=50, TIME STEP=1
• Results in captions:

b - eta</disp formula><disp formula id="pone.0256046.e003">removedGRAPHIC U chi2=-rho Ny - θ - alpha y z + - rho Ny - alpha y 1 - z + σ - rho Ny - θ - alpha 1 - y z + σ - rho Ny - alpha 1 - y 1
z=σ 1 - y - θ z - rho Ny - alpha</disp formula><disp formula id="pone.0256046.e004">removedGRAPHIC U x 3=-rho Ny - θ y z + - rho Ny y 1 - z + σ - rho Ny - θ 1 - y z + σ - rho Ny 1 - y 1