Proposition 1 via its proof: $R=\{h(x,y)>0,h(y,x)>0\}$ and $r=h(x,y)/h(y,x)$ satisfy Proposition 1 for $\pi(dx)Q(x,dy)$

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Proposition 1 via its proof: $R=\{h(x,y)>0,h(y,x)>0\}$ and $r=h(x,y)/h(y,x)$ satisfy Proposition 1 for $\pi(dx)Q(x,dy)$ · Prove2Me