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Four-factor model of quanto CDS with jumps-at-default and stochastic recovery
We modify the model of Itkin, Shcherbakov and Veygman (ISV), proposed for pricing Quanto
CDS and risky bonds, in several ways. First, the recovery rate could significantly vary right …
CDS and risky bonds, in several ways. First, the recovery rate could significantly vary right …
Semi-analytical pricing of barrier options in the time-dependent Heston model
We develop the general integral transforms (GIT) method for pricing barrier options in the
time-dependent Heston model (also with a time-dependent barrier) where the option price is …
time-dependent Heston model (also with a time-dependent barrier) where the option price is …
Local stochastic volatility models: calibration and pricing
C Homescu - Available at SSRN 2448098, 2014 - papers.ssrn.com
We analyze in detail calibration and pricing performed within the framework of local
stochastic volatility LSV models, which have become the industry market standard for FX …
stochastic volatility LSV models, which have become the industry market standard for FX …
Efficient solution of structural default models with correlated jumps and mutual obligations
The structural default model of Lipton and Sepp [Credit value adjustment for credit default
swaps via the structural default model, J. Credit Risk 5 (2)(2009), pp. 123–146] is …
swaps via the structural default model, J. Credit Risk 5 (2)(2009), pp. 123–146] is …
An adjoint method for the exact calibration of stochastic local volatility models
M Wyns, KJ In't Hout - Journal of computational science, 2018 - Elsevier
This paper deals with the exact calibration of semidiscretized stochastic local volatility (SLV)
models to their underlying semidiscretized local volatility (LV) models. Under an SLV model …
models to their underlying semidiscretized local volatility (LV) models. Under an SLV model …
Efficient exposure computation by risk factor decomposition
The focus of this paper is the efficient computation of counterparty credit risk exposure on
portfolio level. Here, the large number of risk factors rules out traditional PDE-based …
portfolio level. Here, the large number of risk factors rules out traditional PDE-based …
LSV models with stochastic interest rates and correlated jumps
A Itkin - International Journal of Computer Mathematics, 2017 - Taylor & Francis
Pricing and hedging exotic options using local stochastic volatility models drew a serious
attention within the last decade, and nowadays became almost a standard approach to this …
attention within the last decade, and nowadays became almost a standard approach to this …
Modelling stochastic skew of FX options using SLV models with stochastic spot/vol correlation and correlated jumps
A Itkin - Applied Mathematical Finance, 2017 - Taylor & Francis
It is known that the implied volatility skew of Forex (FX) options demonstrates a stochastic
behaviour which is called stochastic skew. In this paper, we create stochastic skew by …
behaviour which is called stochastic skew. In this paper, we create stochastic skew by …
Semi-Analytical Pricing of Barrier Options in the Time-Dependent λ-SABR Model: Uncorrelated Case.
A Itkin, D Muravey - Journal of Derivatives, 2022 - search.ebscohost.com
We consider semi-analytical pricing of barrier options for the time-dependent SABR
stochastic volatility model (with drift in the instantaneous volatility) with zero correlation …
stochastic volatility model (with drift in the instantaneous volatility) with zero correlation …
Isogeometric analysis in option pricing
J Pospíšil, V Švígler - International Journal of Computer …, 2019 - Taylor & Francis
Isogeometric analysis is a recently developed computational approach that integrates finite
element analysis directly into design described by non-uniform rational B-splines (NURBS) …
element analysis directly into design described by non-uniform rational B-splines (NURBS) …