Dilip B. Madan
University of Maryland
Dilip Madan is Professor of Mathematical Finance at the Robert H. Smith School of Business. He has served as a consultant to Morgan Stanley for over 20 years, is a founding member and Past President of the Bachelier Finance Society, and is the recipient of numerous awards including the 2006 Humboldt award in Applied Mathematics.
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Articles by Dilip B. Madan
Modeling the bid and ask prices of options
The authors investigate and partially solve theoretical and empirical problems for the joint modelling of bid and ask prices.
Dynamic signal selection strategies
The authors use eight models of pairwise dependency to select predictors that offer a high level of dependency in stock returns.
The Chebyshev method for the implied volatility
In this paper, the authors propose a bivariate interpolation of the implied volatility surface based on Chebyshev polynomials. This yields a closed-form approximation of the implied volatility, which is easy to implement and to maintain.
Validation of profit and loss attribution models for equity derivatives
The aim of this paper is to validate profit and loss attribution generated by daily movements of option prices as seen through their Black–Scholes (Black and Scholes 1973) and Merton (1973) implied volatilities.
Enhancing enterprise value by trading options
This paper considers the problem of enhancing an investment activity by regularly adding an option trade to the portfolio mix and presented results for the single underlier of the S&P 500 index, with the underlying activity being either long the index or…
Acceptability bounds for forward starting options using disciplined convex programming
The dual problem of pricing to acceptability is formulated as a disciplined convex program solvable by the software CVXOPT.