Arbitrage and Beliefs
@article{Khorrami2020ArbitrageAB, title={Arbitrage and Beliefs}, author={Paymon Khorrami and Alexander Zentefis}, journal={Capital Markets: Asset Pricing \& Valuation eJournal}, year={2020} }
We study a segmented-markets setting in which self-fulfilling volatility can arise. The only requirements are (i) asset price movements redistribute wealth across markets (e.g., equities rise as bonds fall) and (ii) some stabilizing force keeps valuation ratios stationary (e.g., cash flow growth rises when valuations rise). We prove that when self-fulfilling volatility exists, arbitrage opportunities must also exist. Conversely, at times when arbitrage profits exist, asset markets are…
2 Citations
Rational Sentiments and Financial Frictions∗
- Economics
- 2021
We provide a complete analysis of previously undocumented sunspot equilibria in a canonical dynamic economy with imperfect risk sharing. Methodologically, we employ stochastic stability theory to…
A Long and a Short Leg Make For a Wobbly Equilibrium
- EconomicsSSRN Electronic Journal
- 2021
We provide evidence that the online discussion on the WSB subreddit had a substantial negative impact on the profitability of shorting strategies across a number of stocks — even those that were…
References
SHOWING 1-10 OF 55 REFERENCES
Self-Fulfilling Asset Prices
- EconomicsThe Review of Asset Pricing Studies
- 2022
This paper explains that anticipated market liquidity is an important concern for arbitrageurs considering entry into a market, a concern that can generate self-fulfilling asset prices. In the…
Risk in Dynamic Arbitrage: The Price Effects of Convergence Trading
- Economics
- 2009
This paper studies the adverse price effects of convergence trading. I assume two assets with identical cash flows traded in segmented markets. Initially, there is gap between the prices of the…
Equilibrium and Welfare in Markets with Financially Constrained Arbitrageurs
- Economics
- 2001
We propose a multiperiod model in which competitive arbitrageurs exploit discrepancies between the prices of two identical risky assets traded in segmented markets. Arbitrageurs need to collateralize…
Incentive Constrained Risk Sharing, Segmentation, and Asset Pricing
- EconomicsAmerican Economic Review
- 2021
Incentive problems make securities’ payoffs imperfectly pledgeable, limiting agents’ ability to issue liabilities. We analyze the equilibrium consequences of such endogenous incompleteness in a…
Are Intermediary Constraints Priced?
- Economics
- 2019
Violations of no-arbitrage conditions measure the shadow cost of constraints on intermediaries, and the risk that these constraints tighten is priced. We demonstrate in an intermediary-based asset…
Noise Trader Risk in Financial Markets
- EconomicsJournal of Political Economy
- 1990
We present a simple overlapping generations model of an asset market in which irrational noise traders with erroneous stochastic beliefs both affect prices and earn higher expected returns. The…
Asset Bubbles and Credit Constraints
- Economics
- 2018
We provide a theory of rational stock price bubbles in produc tion economies with infinitely lived agents. Firms meet stochast ic investment opportunities and face endogenous credit constraints. The…
Losing Money on Arbitrage: Optimal Dynamic Portfolio Choice in Markets with Arbitrage Opportunities
- Economics
- 2000
We derive the optimal investment policy of a risk-averse investor in a market where there is a textbook arbitrage opportunity, but where liabilities must be secured by collateral. We find that it is…
A Search-Based Theory of the On-the-Run Phenomenon
- Economics
- 2005
We propose a model in which assets with identical cash flows can trade at different prices. Infinitely-lived agents can establish long positions in a search spot market, or short positions by first…
Rational Equilibrium Asset-Pricing Bubbles in Continuous Trading Models
- EconomicsJ. Econ. Theory
- 2000
It is shown that bubbles can generally exist and have properties different from their discrete-time, infinite-horizon counterparts, and a probabilistic approach to studying bubbles is introduced.