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Exotic Options and their Feasible Usage as Investment Instruments
Šitavanc, Jan ; Ovčarov, Martin (referee) ; Rejnuš, Oldřich (advisor)
Diplomová práce primárně řeší zda jsou exotické opce vhodné pro zajištění kurzových rizik a přináší návrh vhodné aplikace exotických opcí. Práce je zaměřena na úzkou skupinu exotických opcí, tzv. Path-Dependent opce. Tři často používané typy těchto opcí jsou analyzovány a testovány jak mezi sebou tak pro lepší porovnání i s klasickou vanilla opcí. Hlavním výstupem diplomové práce je návrh vhodného využití testovaných exotických opcí.
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Barrier options pricing
Macháček, Adam ; Witzany, Jiří (advisor) ; Hurt, Jan (referee)
In the presented thesis we study three methods of pricing European currency barrier options. With help of these methods we value selected barrier options with underlying asset EUR/CZK. In the first chapter we introduce the basic definitions from the world of financial derivatives and we describe our data. In the second chapter we deal with the classical model based on geometric Brownian motion of underlying asset and we prove a theorem of valuating Up-In-barrier option in this model. In the third chapter we introduce a model with stochastic volatility, the Heston model. We calibrate this model to market data and we use it to value our barrier options. In the last chapter we describe a jump diffusion model. Again we calibrate this jump diffusion model to market data and price our barrier options. The aim of this thesis is to decribe and to compare different methods of valuating barrier options. 1
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Barrier options pricing
Macháček, Adam ; Witzany, Jiří (advisor) ; Hurt, Jan (referee)
In the presented thesis we study three methods of pricing European currency barrier options. With help of these methods we value selected barrier options with underlying asset EUR/CZK. In the first chapter we introduce the basic definitions from the world of financial derivatives and we describe our data. In the second chapter we deal with the classical model based on geometric Brownian motion of underlying asset and we prove a theorem of valuating Up-In-barrier option in this model. In the third chapter we introduce a model with stochastic volatility, the Heston model. We calibrate this model to market data and we use it to value our barrier options. In the last chapter we describe a jump diffusion model. Again we calibrate this jump diffusion model to market data and price our barrier options. The aim of this thesis is to decribe and to compare different methods of valuating barrier options. 1
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Exotic Options and their Feasible Usage as Investment Instruments
Šitavanc, Jan ; Ovčarov, Martin (referee) ; Rejnuš, Oldřich (advisor)
Diplomová práce primárně řeší zda jsou exotické opce vhodné pro zajištění kurzových rizik a přináší návrh vhodné aplikace exotických opcí. Práce je zaměřena na úzkou skupinu exotických opcí, tzv. Path-Dependent opce. Tři často používané typy těchto opcí jsou analyzovány a testovány jak mezi sebou tak pro lepší porovnání i s klasickou vanilla opcí. Hlavním výstupem diplomové práce je návrh vhodného využití testovaných exotických opcí.
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Ocenění a zajíštění měnových bariérových opcí
Mertlík, Jakub ; Radová, Jarmila (advisor) ; Kodera, Jan (referee) ; Scevenels, Dirk (referee)
The main aim of this thesis is in analyzing and empirically testing the various valuation models and hedging schemes of foreign exchange barrier options and their robustness with respect to changing of market conditions. The purpose of the main empirical section is to get a detailed understanding of the static and dynamic performance of the analyzed models for the barrier options payoff mainly in the extreme market conditions, where we performed a benchmarking of the various hedging schemes. As a by-product, we analyzed the accomplishment of some of the model assumptions in real world setting, and the model dependency of the barrier options.
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New derivatives products
Žvak, David ; Dvořák, Petr (advisor) ; Stádník, Bohumil (referee)
Derivatives market is one of the fastest growing parts of the financial market. It was reflected in a sharp increase in trading volumes over the last decade, growth in number of participants and the development of new products. These products, which were devoloped in 80's and 90's sometimes refer to "new derivatives products". The aim of this diploma thesis is analyze selected new derivatives products, concretely barrier options and electricity futures.
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Exotic Options (Digitals and Barriers)
Fečko, Michal ; Málek, Jiří (advisor) ; Witzany, Jiří (referee)
Main objective of this diploma thesis is to point out to the advantages related to the applications of Exotic options and show that we have to be aware of complexities which arise in hedging such products. There exists a quantity of different Exotic options products so the first chapter is dedicated to its basic classification, although not all instruments were included, as some are very specific. According to the application of options, we took out the most used Exotic options. The number one in the Exotic options world, are the Barrier options, followed by Digital options
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