Asset Pricing and Optimal Portfolio Choice in the Presence of Illiquid Durable Consumption Goods

Asset Pricing and Optimal Portfolio Choice in the Presence of Illiquid Durable Consumption Goods
Author: Sanford J. Grossman
Publisher:
Total Pages: 76
Release: 1987
Genre: Assets (Accounting)
ISBN:

We analyze a model of optimal consumption and portfolio selection in which consumption services are generated by holding a durable good. The durable good is illiquid in that a transaction cost must be paid when the good is sold. It is shown that optimal consumption is not a smooth function of wealth; it is optimal for the consumer to wait until a large change in wealth occurs before adjusting his consumption. As a consequence, the consumption based capital asset pricing model fails to hold. Nevertheless, it is shown that the standard, one factor, market portfolio based capital asset pricing model does hold in this environment. It is shown that the optimal durable level is characterized by three numbers (not random variables), say x, y, and z (where x

Asset Pricing and Optimal Portfolio Choice in the Presence of Illiquid Durable Consumption Goods

Asset Pricing and Optimal Portfolio Choice in the Presence of Illiquid Durable Consumption Goods
Author: Sanford J. Grossman
Publisher:
Total Pages: 59
Release: 2012
Genre:
ISBN:

We analyze a model of optimal consumption and portfolio selection in which consumption services are generated by holding a durable good. The durable good is illiquid in that a transaction cost must be paid when the good is sold. It is shown that optimal consumption is not a smooth function of wealth; it is optimal for the consumer to wait until a large change in wealth occurs before adjusting his consumption. As a consequence, the consumption based capital asset pricing model fails to hold. Nevertheless, it is shown that the standard, one factor, market portfolio based capital asset pricing model does hold in this environment. It is shown that the optimal durable level is characterized by three numbers (not random variables), say x, y, and z (where x lt; y lt; z). The consumer views the ratio of consumption to wealth (c/W) as his state variable. If this ratio is between x and z, then he does not sell the durable. If c/W is less than x or greater than z, then he sells his durable and buys a new durable of size S so that S/W = y. Thus y is his quot;targetquot; level of c/W. If the stock market moves up enough so that c/W falls below x, then he sells his small durable to buy a larger durable. However, there will be many changes in the value of his wealth for which c/W stays between x and z, and thus consumption does not change. Numerical simulations show that small transactions costs can make consumption changes occur very infrequently. Further, the effect of transactions costs on the demand for risky assets is substantial.

Asset Pricing and Portfolio Choice in the Presence of Housing

Asset Pricing and Portfolio Choice in the Presence of Housing
Author: Robert F. Sarama
Publisher:
Total Pages: 111
Release: 2010
Genre:
ISBN:

The second essay, "Non-durable Consumption Volatility and Illiquid Assets," finds that factors beyond the volatility of asset payoffs may significantly affect the volatility of the agent's consumption stream. The empirical failure of consumption-based asset pricing models is often attributed to the lack of volatility in aggregate measures of consumption. However, I illustrate in this paper that frictions faced by agents may lead to much higher levels of volatility in individual consumption than we observe in the aggregate data. I develop a life-cycle model of in which the consumer derives utility from non-durable consumption and stock in a risky asset: housing. Non-convex adjustment costs generate lumpy changes in the stock of the risky asset over the life-cycle. The model predicts that non-durable consumption volatility is increasing in both the ability to borrow against the assets held in the consumer's portfolio and in the illiquidity of the portfolio.

Portfolio Choice and Asset Pricing with Nontraded Assets

Portfolio Choice and Asset Pricing with Nontraded Assets
Author: Lars E. O. Svensson
Publisher:
Total Pages: 52
Release: 1988
Genre: Investments, Foreign
ISBN:

This paper examines portfolio choice and asset pricing when some assets are nontraded, for instance when a country cannot trade claims to its output on world capital markets, when a government cannot trade claims to future tax revenues, or when an individual cannot trade claims to his future wages. The close relation between portfolio choice with and implicit pricing of nontraded assets is emphasized. A variant of Cox, Ingersoll and Ross's Fundamental Valuation Equation is derived and used to interpret the optimal portfolio. Explicit solutions are presented to the portfolio and pricing problem for some special cases, including when income from the nontraded assets is a diffusion process, not spanned by traded assets, and affected by a state variable.

Asset Pricing and Portfolio Choice Theory

Asset Pricing and Portfolio Choice Theory
Author: Kerry Back
Publisher: Oxford University Press, USA
Total Pages: 504
Release: 2010
Genre: Business & Economics
ISBN: 0195380614

This book covers the classical results on single-period, discrete-time, and continuous-time models of portfolio choice and asset pricing. It also treats asymmetric information, production models, various proposed explanations for the equity premium puzzle, and topics important for behavioral finance.

Financial Asset Pricing Theory

Financial Asset Pricing Theory
Author: Claus Munk
Publisher: OUP Oxford
Total Pages: 598
Release: 2013-04-18
Genre: Business & Economics
ISBN: 0191654140

Financial Asset Pricing Theory offers a comprehensive overview of the classic and the current research in theoretical asset pricing. Asset pricing is developed around the concept of a state-price deflator which relates the price of any asset to its future (risky) dividends and thus incorporates how to adjust for both time and risk in asset valuation. The willingness of any utility-maximizing investor to shift consumption over time defines a state-price deflator which provides a link between optimal consumption and asset prices that leads to the Consumption-based Capital Asset Pricing Model (CCAPM). A simple version of the CCAPM cannot explain various stylized asset pricing facts, but these asset pricing 'puzzles' can be resolved by a number of recent extensions involving habit formation, recursive utility, multiple consumption goods, and long-run consumption risks. Other valuation techniques and modelling approaches (such as factor models, term structure models, risk-neutral valuation, and option pricing models) are explained and related to state-price deflators. The book will serve as a textbook for an advanced course in theoretical financial economics in a PhD or a quantitative Master of Science program. It will also be a useful reference book for researchers and finance professionals. The presentation in the book balances formal mathematical modelling and economic intuition and understanding. Both discrete-time and continuous-time models are covered. The necessary concepts and techniques concerning stochastic processes are carefully explained in a separate chapter so that only limited previous exposure to dynamic finance models is required.