Estimating option-implied risk-neutral densities: a novel parametric approach

G Orosi - Journal of Derivatives, 2015 - search.proquest.com
Abstract" Practitioner Black-Scholes"--the BS equation with a different implied volatility (IV)
for each option--is in conflict with the underlying theory from which the model is derived …

Arbitrage‐free call option surface construction using regression splines

G Orosi - Applied Stochastic Models in Business and Industry, 2015 - Wiley Online Library
In this work, we suggest a novel quadratic programming‐based algorithm to generate an
arbitrage‐free call option surface. The empirical performance of the proposed method is …

Closed-form interpolation-based formulas for European call options written on defaultable assets

G Orosi - Journal of Asset Management, 2015 - Springer
In this article, we derive closed-form, interpolation-based expressions for European call
options written on defaultable assets. Our results are based on the work of Henderson et al …

[HTML][HTML] Improved lower bounds of call options written on defaultable assets

G Orosi - Journal of Derivatives & Hedge Funds, 2014 - Springer
This article provides an improvedmodel-independent lower bound of European call options
written on defaultable assets. On the basis of static arbitrage arguments, improved lower …

[HTML][HTML] Novel no-arbitrage conditions for options written on defaultable assets

G Orosi - Journal of Derivatives & Hedge Funds, 2014 - Springer
In this work, we derive an improved lower bound for European-style put options written on
defaultable assets. Furthermore, we establish two additional no-arbitrage conditions, one for …

A robust method to retrieve option implied risk neutral densities for defaultable assets

G Leduc, G Orosi - International Journal of Financial …, 2016 - inderscienceonline.com
Risk neutral densities recovered from option prices can be used to infer market participants'
expectations of future stock returns and are a vital tool for pricing illiquid exotic options …

[CITATION][C] The Algorithms Identified in Option Portfolio Hedging

P Záškodný, I Havlíček