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Showing 1 to 20 of 63 for “"Lévy"”.

  1. Lévy copulae for stock returns

    … Innertagesverhaltens der Vermögenswerte mittels Lévy-Prozesse und Lévy-Copulas. Das dynamische Modell basiert auf Annahmen der Form von margin-tail-Integralen und der Lévy-Copula-Familie. Es ermöglicht die Erfassung von zeitlich veränderlichen Zusammenhängen. Das ausgearbeitete Modell hat ein …

    humboldt-diss Repository record for Lévy copulae for stock returns (opens in a new tab)

  2. SPDEs with Infinite-Variance Lévy Noise

    … partial differential equations (SPDEs) driven by Lévy noise. The main contributions of this work are contained in the recent publications [32] and [5]. Article [32] focuses on a stochastic wave equation with multiplicative Lévy noise. We establish the existence and uniqueness of a random field …

    ottawa-retro Repository record for SPDEs with Infinite-Variance Lévy Noise (opens in a new tab)

  3. Approximations to the Lévy LIBOR Model

    … thesis, we study the LIBOR Market Model and the Lévy-LIBOR. We first look at the construction of LIBOR Market Model (LMM) and address the major problems associated with specifically the drift component of LMM. Due to the complexity of the drift for LMM, the Monte Carlo method seems to be the …

    cape-town Repository record for Approximations to the Lévy LIBOR Model (opens in a new tab)

  4. Statistical analysis for discretely observed Lévy processes

    We consider Lévy processes X_t given by the Lévy triplet (mu(theta),sigma^2(theta),nu_theta(dx)), where mu(theta) denotes the drift, sigma^2(theta) the diffusion part, nu_theta(dx) the Lévy measure, and theta is some unknown parameter. Our aim is to establish efficiency results for the estimation …

    freiburg-diss Repository record for Statistical analysis for discretely observed Lévy processes (opens in a new tab)

  5. Simulation of asset prices using Lévy processes

    This dissertation focuses on a Lévy process driven framework for the pricing of financial instruments. The main focus of this dissertation is not, however, to price these instruments; the main focus is simulation based. Simulation is a key issue under Monte Carlo pricing and risk-neutral valuation- …

    cape-town Repository record for Simulation of asset prices using Lévy processes (opens in a new tab)

  6. Exponential of Lévy processes as a stock price

    humboldt-diss Repository record for Exponential of Lévy processes as a stock price (opens in a new tab)

  7. Lévy processes in credit risk and market models

    … behavior than that implied by these models. Lévy processes are an appropriate tool to increase accuracy of models in finance. They have been used to model stock prices, and term structures of interest rates, thus allowing more accurate derivative pricing and risk management. <br>This study …

    freiburg-diss Repository record for Lévy processes in credit risk and market models (opens in a new tab)

  8. Stochastic time-changed Lévy processes with their implementation

    We focus on the implementation details for Lévy processes and their extension to stochastic volatility models for pricing European vanilla options and exotic options. We calibrated five models to European options on the S&P500 and used the calibrated models to price a cliquet option using Monte …

    cape-town Repository record for Stochastic time-changed Lévy processes with their implementation (opens in a new tab)

  9. Lévy Processes in Finance: Theory, Numerics, and Empirical Facts

    Levy-Prozesse, das heißt stochastische Prozesse mit unabhängigen <br>und stationären Zuwächsen, stellen eine Verallgemeinerung der <br>Brownschen Bewegung dar. Aufgrund ihrer günstigen analytischen <br>Eigenschaften hat sich die Brownsche Bewegung als Standardmodell <br>für viele Prozesse in der …

    freiburg-diss Repository record for Lévy Processes in Finance: Theory, Numerics, and Empirical Facts (opens in a new tab)

  10. Computational option pricing under jump diffusion and Lévy processes

    … for the option pricing under jump-diffusion and Lévy processes is presented and its effectiveness is demonstrated on a range of pricing models.

    greenwich Repository record for Computational option pricing under jump diffusion and Lévy processes (opens in a new tab)

  11. Time-inhomogeneous Lévy processes in cross-currency market models

    Anwendung von der zeit-inhomogenen Levy Prozessen <br>für die Bewertung von Cross-Currency Derivaten.

    freiburg-diss Repository record for Time-inhomogeneous Lévy processes in cross-currency market models (opens in a new tab)

  12. Sampling error of the supremum of a Lévy process

    … continuous supremum and discrete maximum of a Lévy process that is often used in finance. We will show that the expected difference is a quantity that highly depends on the variational property of the underlying Lévy process. Two techniques are used with respect to the cases of the complexity …

    uiuc Repository record for Sampling error of the supremum of a Lévy process (opens in a new tab)

  13. Compound Lévy random bridges and credit risky asset pricing

    … we study random bridges of a certain class of Lévy processes and their applications to credit risky asset pricing. In the first part, we construct the compound random bridges(CLRBs) and analyze some tools and properties that make them suitable models for information processes. We focus on the …

    cape-town Repository record for Compound Lévy random bridges and credit risky asset pricing (opens in a new tab)

  14. Comparison of semimartingales and Lévy processes with applications to financial mathematics

    … and the finite-dimensional distributions of Lévy processes. Appropriate ordering of the semimartingale characteristics implies ordering of the processes. We derive the propagation of order property for some classes of multivariate diffusions and mulitvariate diffusions with jumps. …

    freiburg-diss Repository record for Comparison of semimartingales and Lévy processes with applications to financial mathematics (opens in a new tab)

  15. Time-inhomogeneous Lévy processes in interest rate and credit risk models

    … risk model, all driven <br>by time-inhomogeneous Lévy processes, i.e. stochastic processes whose increments <br>are independent but in general not stationary. <br> <br>In the interest rate part, we discuss a Heath-Jarrow-Morton forward rate <br>model (the Lévy term structure model), a model for …

    freiburg-diss Repository record for Time-inhomogeneous Lévy processes in interest rate and credit risk models (opens in a new tab)

  16. Intrinsic contractivity for some non-symmetric Lévy processes with non-local operators

    In this thesis we consider two types of non-symmetric processes, which are similar to the symmetric α-stable process. We derive sharp estimates for the eigenfunctions of the Feynman- Kac semigroups of these two types of processes and established their intrinsic contractivities. Our methods are …

    uiuc Repository record for Intrinsic contractivity for some non-symmetric Lévy processes with non-local operators (opens in a new tab)

  17. Theorems of Wiener-Lévy type for integral operators in C<sub>p</sub>

    The classical theorem of N. Wiener and P. Lévy states that if f(x) has an absolutely convergent Fourier series and W(z) is an analytic function whose domain contains the range of f(x), then W[f(x)] also has an absolutely convergent Fourier series. The main result of this paper is an analog of the …

    vt Repository record for Theorems of Wiener-Lévy type for integral operators in C<sub>p</sub> (opens in a new tab)

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