We present a theory of capital investment and debt and equity financing in a real-options model of a public corporation. The theory assumes that managers maximize the present value of their future compensation (managerial rents), subject to constraints imposed by outside shareholders’ property rights to the firm's assets. Absent bankruptcy costs, managers follow an optimal debt policy that generates efficient investment and disinvestment. We show how bankruptcy costs can distort both investment and disinvestment. We also show how managers’ personal wealth constraints can lead to delayed investment and increased reliance on debt financing. Changes in cash flow can cause changes in investment by tightening or loosening the wealth constraints. Firms with weaker investor protection adopt higher debt levels.

We develop a dynamic agency model of a public corporation. Managers underinvest because of risk aversion. They smooth rents and payout. They do not exploit interest tax shields fully. The interactions of investment, debt, and payout decisions can change drastically depending on managers’ preferences. Managers with power utility set investment, debt, and payout proportional to the firm’s net worth, generating a constant (possibly negative) net debt ratio. With exponential utility, investment decisions are separated from decisions about debt and payout. More profitable firms become cash cows, and less profitable firms accumulate debt, as in a pecking-order model.

We present a theory of risk capital and of how tax and other costs of risk capital should be allocated in a financial firm. Risk capital is equity investment that backs obligations to creditors and other liability holders and maintains the firm׳s credit quality. Credit quality is measured by the ratio of the value of the firm׳s option to default to the default-free value of its liabilities. Marginal default values provide a full and unique allocation of risk capital. Efficient capital allocations maintain credit quality and preclude risk shifting. Our theory leads to an adjusted present value (APV) criterion for making investment and contracting decisions. We set out implications for risk management and corporate finance.

We use a simulation model for a pharmaceutical R&D program to examine the tradeoff between objectivity and relevance of accounting information under various methods of R&D reporting. A simple capitalization rule, similar to the successful‐efforts method of capitalizing oil and gas exploration costs, provides a stronger relation between accounting information and economic values than immediate expensing of R&D outlays or capitalizing the full cost of outlays. The superior relevance of this “successful‐efforts” method persists even when earnings management is widespread.

We develop a dynamic agency model in which payout, investment, and financing decisions are made by managers who attempt to maximize the rents they take from the firm, subject to a capital market constraint. Managers smooth payout to smooth their flow of rents. Total payout (dividends plus net repurchases) follows Lintner's (1956) target adjustment model. Payout smooths out transitory shocks to current income and adjusts gradually to changes in permanent income. Smoothing is accomplished by borrowing or lending. Payout is not cut back to finance capital investment. Risk aversion causes managers to underinvest, but habit formation mitigates the degree of underinvestment.

We present a real‐options model of takeovers and disinvestment in declining industries. As product demand declines, a first‐best closure level is reached, where overall value is maximized by closing the firm and releasing its capital to investors. Absent takeovers, managers of underleveraged firms always close too late, although golden parachutes may accelerate closure. We analyze the effects of takeovers of under‐leveraged firms. Takeovers by raiders enforce first‐best closure. Hostile takeovers by other firms occur either at the first‐best closure point or too early . Closure in management buyouts and mergers of equals happens inefficiently late .