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Aug 14, 2021 at 22:00 vote accept dotpad
Aug 14, 2021 at 16:40 comment added dotpad If I were to consider allocating property rights to person b. Let $z$ be the rights to impose this external cost on person b, and $p_z$ be the price of such rights. Then person a's problem is $$\max_{x_a,\ y_a} \ u_a(x_a,y_a)$$ s.t. \begin{align*} p_xx_a+p_yy_a+p_zz_a&=e_a,\\ z_a&=y_a. \end{align*} In equilibrium, person a's and person b's first-order conditions are equal to $\frac{p_z}{p_x}$. When I rearrange to get a condition similar to that for social maximisation, I find that $$p_z=p_x\frac{-\partial u_b/\partial y_a}{\partial u_b/\partial x_b}.$$ Is this the same as $t$ above?
Aug 12, 2021 at 19:10 history answered tdm CC BY-SA 4.0