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ARM: The Analytic Recovery Method

Ernst zur Linden
The Journal of Derivatives Summer 2023, jod.2023.1.178; DOI: https://doi.org/10.3905/jod.2023.1.178
Ernst zur Linden
is an independent management consultant in Flensburg, Germany
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Abstract

The analytic recovery method (ARM) recovers arbitrage-free density functions from a given set of option prices with maximum accuracy and speed. For arbitrage-free option prices, ARM provides extremely fast convergence and arbitrary accuracy. In the presence of noise, the closest arbitrage-free approximation is identified. Option prices and densities, as well as their moments and other parameters, are easy-to-handle analytic functions defined for arbitrary strike prices. ARM reveals inconsistencies between quoted option prices, particularly for longer durations. ARM is essentially based on the no-arbitrage assumptions; it is not related to a specific model. It has been tested for a selection of S&P 500, EuroStoxx 50, and DAX data. Excellent no-arbitrage fit to call and put prices is obtained; extrapolations are in line with the market.

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The Journal of Derivatives: 30 (3)
The Journal of Derivatives
Vol. 30, Issue 3
Spring 2023
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ARM: The Analytic Recovery Method
Ernst zur Linden
The Journal of Derivatives Feb 2023, jod.2023.1.178; DOI: 10.3905/jod.2023.1.178

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ARM: The Analytic Recovery Method
Ernst zur Linden
The Journal of Derivatives Feb 2023, jod.2023.1.178; DOI: 10.3905/jod.2023.1.178
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  • Article
    • Abstract
    • ARM: ELEMENTS AND ASSUMPTIONS
    • THE ANALYTIC RECOVERY METHOD
    • CONSECUTIVE APPROXIMATIONS
    • FITTING TO THEORETICAL PRICES
    • FITTING TO MARKET PRICES
    • CONVERGENCE PROPERTIES
    • ACKNOWLEDGMENTS
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