Delta- Hedging: Comments and a Case in Mathematical Finance

Authors

  • Amaresh Das

Keywords:

delta hedging, stochastic integral, risk-free rate, efficient market hypothesis

Abstract

The paper questions the ability of arbitrageurs to ascertain value with some confidence and to realize it quickly. The discussion in the paper suggests a reason why some markets are more attractive for arbitrage than others The paper identifies a number of so-called anomalies in which particular investment strategies have may not earn higher returns than their systematic risk. Our analysis offers a different mathematical approach to understanding these anomalies than does the standard efficient market theory.

How to Cite

Delta- Hedging: Comments and a Case in Mathematical Finance. (2016). Global Journal of Management and Business Research, 16(C8), 21-24. https://journalofbusiness.org/index.php/GJMBR/article/view/2118

References

Das Amaresh (2015) Does Adam Smith's Invisible Hand Work for Financial Markets. XV, 31-36.

Das Amaresh (2015) Regular Lévy Processes of Exponential type in 1D. 15, 67-96.

J De Long, Andrei Shleifer, Lawrence Summers, Robert Waldmann (1990) Noise Trader Risk in Financial Markets. 98(4), 703-738.

Delta- Hedging: Comments and a Case in Mathematical Finance

Published

2016-12-10

How to Cite

Delta- Hedging: Comments and a Case in Mathematical Finance. (2016). Global Journal of Management and Business Research, 16(C8), 21-24. https://journalofbusiness.org/index.php/GJMBR/article/view/2118