This work describes stochastic volatility models and application of such models for option pricing. Models for underlying asset and then pricing models for options with stochastic volatility are derived. Black-Scholes and Heston-Nandi models are compared in empirical part of this work.Předmětem této práce je seznámení se s modely se stochastickou volatilitou a jejich aplikace při oceňování opcí. Jsou zde uvedeny základní modely pro podkladová aktiva a následně i modely oceňování opcí s využitím modelování stochastické volatility. V empirické části je porovnán Black-Scholesův model proti Heston-Nandi modelu
Financial Markets is an interesting wide range area of research in Financial Engineering. In this th...
We develop a qualitative and quantitative analysis on stochastic volatility models. These models rep...
V této práci nejprve vybudujeme teoretický základ nutný ke studiu problémů v kvantitativních financí...
This diploma thesis deals with problem of option pricing with stochastic volatility. At first, the B...
The thesis is dealing with option pricing. The basic Black-Scholes model is described, along with th...
This master's thesis focuses on the problem area of option pricing under stochastic volatility. The ...
Táto diplomová práca sa venuje problematike oceňovania opcií so stochastickou volatilitou. Najskôr j...
Kapitel 1 beschreibt die grundlegenden Ideen stochastischer Prozesse und erklärt einige Konzepte des...
The purpose of this thesis is to review the evidence of non-constant volatility and to consider the ...
Because volatility of the underlying asset price is a critical factor affecting option prices and he...
This thesis provides an overview of existing theory of both introductory and more advanced volatilit...
Hestonov model najpopularniji je model stohastičke volatilnosti za određivanje cijena opcija. Djelom...
Options are an important building block of modern financial markets. The theory underlying their val...
Tématem práce je Hestonův model. Jedna část práce se zabývá procesem kalibrace. Komplexnost tohoto p...
In this thesis we have created a computer program in Java language which calculates European call- a...
Financial Markets is an interesting wide range area of research in Financial Engineering. In this th...
We develop a qualitative and quantitative analysis on stochastic volatility models. These models rep...
V této práci nejprve vybudujeme teoretický základ nutný ke studiu problémů v kvantitativních financí...
This diploma thesis deals with problem of option pricing with stochastic volatility. At first, the B...
The thesis is dealing with option pricing. The basic Black-Scholes model is described, along with th...
This master's thesis focuses on the problem area of option pricing under stochastic volatility. The ...
Táto diplomová práca sa venuje problematike oceňovania opcií so stochastickou volatilitou. Najskôr j...
Kapitel 1 beschreibt die grundlegenden Ideen stochastischer Prozesse und erklärt einige Konzepte des...
The purpose of this thesis is to review the evidence of non-constant volatility and to consider the ...
Because volatility of the underlying asset price is a critical factor affecting option prices and he...
This thesis provides an overview of existing theory of both introductory and more advanced volatilit...
Hestonov model najpopularniji je model stohastičke volatilnosti za određivanje cijena opcija. Djelom...
Options are an important building block of modern financial markets. The theory underlying their val...
Tématem práce je Hestonův model. Jedna část práce se zabývá procesem kalibrace. Komplexnost tohoto p...
In this thesis we have created a computer program in Java language which calculates European call- a...
Financial Markets is an interesting wide range area of research in Financial Engineering. In this th...
We develop a qualitative and quantitative analysis on stochastic volatility models. These models rep...
V této práci nejprve vybudujeme teoretický základ nutný ke studiu problémů v kvantitativních financí...