Social Valuation of Projects Harbergers Social Discount Rate the Pricing of

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Social Valuation of Projects Harbergers Social Discount Rate the Pricing of
Thierry Bollier
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Harberger argues that the model can be generalized to a multi-market risky economy, where required rates of return and tax rates can differ across classes of investors, investments and securities. He derives the "general" formula for w : (2. 2) w = E i^^. (1 - T^i^) dV^B - E ij/(1 - Tj, j) dIj/dB k j where T^^^ is the marginal rate of personal income tax applicable to the k^" class of savings, and T„ • is the marginal rate of corporate incone tax applicable to the j class of investments.
16 In
...(2. 2) displacements are sunmed over all possible sub-markets (enough sub-markets are defined for each to be homogeneous in terms of required returns and marginal tax-rates), In the standard notation, (2. 3) w = zr^^dSi^/dB - igjdIj/dB k j The partitioning is justified intuitively because investment sub-markets could be thought of as different industrial sectors with different systematic risks, different cost of capital and different marginal tax rates on income (the government might set different tax-transfer rules) and, equivalently, because different income-class citizens face different marginal tax rates on their security holdings.

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