Essays about: "volatility heston"
Showing result 1 - 5 of 29 essays containing the words volatility heston.
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1. Implementation and evaluation of the Heston-Queue-Hawkes option pricing model
University essay from Uppsala universitet/Sannolikhetsteori och kombinatorikAbstract : Introduction: This thesis presents a python implementation and evaluation of the Heston-Queue-Hawkes (HQH) model, a recent jump-diffusion model for pricing options. The model is capable of tracking options for a wide range of different underlying assets. READ MORE
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2. Option pricing with Quadratic Rough Heston Model
University essay from Uppsala universitet/Sannolikhetsteori och kombinatorikAbstract : In this thesis, we study the quadratic rough Heston model and the corresponding simulation methods. We calibrate the model using real-world market data. We compare and implement the three commonly used schemes (Hybrid, Multifactor, and Multifactor hybrid). We calibrate the model using real-world market SPX data. READ MORE
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3. Artificial Intelligence for Option Pricing
University essay from Göteborgs universitet/Institutionen för matematiska vetenskaperAbstract : This thesis addresses the issue of vulnerable underlying assumptions used in option pricing methodology. More precisely; underlying assumptions made on the financial assets and markets make option pricing theory vulnerable to changes in the financial framework. READ MORE
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4. Financial Modelling Using Fractional Processes And The Wiener Chaos Expansion
University essay from KTH/Matematik (Avd.)Abstract : The aim of this thesis is to simulate stochastic models that are driven by a fractional Brownian motion process and to apply these methods to financial applications related to yield rate and asset price modelling. Several rough volatility processes are used to model the asset price and yield dynamics. READ MORE
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5. Bermudan Option Pricing using Almost-Exact Scheme under Heston-type Models
University essay from Mälardalens universitet/Akademin för utbildning, kultur och kommunikationAbstract : Black and Scholes have proposed a model for pricing European options where the underlying asset follows a so-called geometric Brownian motion which assumes constant volatility. The proposed Black-Scholes model has an exact solution. READ MORE