$\pi(dx)Q(x,dy)\alpha_{MH}(x,y)=\min\{h(y,x),h(x,y)\}\,\nu(dx,dy)$ for any symmetric dominating $\nu$

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$\pi(dx)Q(x,dy)\alpha_{MH}(x,y)=\min\{h(y,x),h(x,y)\}\,\nu(dx,dy)$ for any symmetric dominating $\nu$ · Prove2Me