Dynamic Arbitrage Gaps for Financial Assets: In a Non Linear and Chaotic Price Adjustment Process
Serie Documentos de Trabajo, Documento No. 134
23 Pages Posted: 17 May 2009
Date Written: August 1998
Abstract
In this paper we are concerned with the existence of a dynamic arbitrage gap that evolves out of an adjustment process for disequilibrium prices, within a complex dynamics framework which takes into account the market microstructure and transactions costs. Although this gap exhibits non linear and chaotic behavior, it doesn't preclude effective arbitrage transactions from taking place in real markets. Moreover, it may explain much better those factors which usually impede actual perfect arbitrage. Besides, this dynamic arbitrage gap depends upon a truly financial gap that accounts for unexpected events and superior information on the professional dealers' side. In this way, we can learn much more about dynamical adjustment processes from financial assets, making the arbitrage gap instrumental to set about real arbitrage positions. Finally, the dynamic arbitrage gap could become useful when coping with financial crisis as far as some basic parameters' range of values for which the dynamics becomes chaotic could be measured in advance.
Suggested Citation: Suggested Citation
Do you have negative results from your research you’d like to share?
Recommended Papers
-
Differential Rates, Residual Information Sets and Transactional Algebras
-
A Transaction Costs Approach to Financial Assets Rates of Return
-
Differential Rates, Residual Information Sets and Transactional Algebras
-
Search Costs: The Neglected Spread Component
By Mark D. Flood, Ronald Huisman, ...
-
On the Extent of Arbitrage Constraints Within Transaction Algebras (A Non-Standard Approach)
-
How Trade Splits Up Information Sets and Dealers Carry Out Their Brokerage of Asymmetric Information
-
The Rise of Corporate Governance Brokers and How they Trade in Asymmetric Information
-
Cost of Capital Adjusted for Governance Risk through a Multiplicative Model of Expected Returns