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geometric Brownian motion model

Portfolio risk diversification, coherent risk measures and risk mapping, risk contribution analysis and the setting of risk limits : a thesis presented in partial fulfillment of the requirements for the degree of Master of Business Studies in Finance at M

Portfolio risk diversification, coherent risk measures and risk mapping, risk contribution analysis and the setting of risk limits : a thesis presented in partial fulfillment of the requirements for the degree of Master of Business Studies in Finance at Massey University

... Appendix V - Ratio of diversified portfolio VaR to aggregate VaR from individual positions for both Frechet random walk model and geometric Brownian motion model V3&W3 Appendix W - Compo[r] ...

434

Portfolio risk diversification, coherent risk measures and risk mapping, risk contribution analysis and the setting of risk limits : a thesis presented in partial fulfillment of the requirements for the degree of Master of Business Studies in Finance at M

Portfolio risk diversification, coherent risk measures and risk mapping, risk contribution analysis and the setting of risk limits : a thesis presented in partial fulfillment of the requirements for the degree of Master of Business Studies in Finance at Massey University

... Appendix V - Ratio of diversified portfolio VaR to aggregate VaR from individual positions for both Frechet random walk model and geometric Brownian motion model V3&W3 Appendix W - Compo[r] ...

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Optimal deleveraging and liquidation of financial portfolios with market impact

Optimal deleveraging and liquidation of financial portfolios with market impact

... arithmetic Brownian motion model with zero drift. For the geometric Brownian motion case, [28] computes the optimal strategy by numerically solving the corresponding ...

107

Evaluation of Geometric Asian Power Options under Fractional Brownian Motion

Evaluation of Geometric Asian Power Options under Fractional Brownian Motion

... fractional Brownian motion is proper to model the stock dy- namics for its long-range ...of geometric Asian options under frac- tional Brownian motion ...

9

Analysis of Hedging Profits Under Two Stock Pricing Models

Analysis of Hedging Profits Under Two Stock Pricing Models

... (BS) model, in which the stock prices follows a geometric Brownian motion (GBM) process; another is the Variance Gamma (VG) model, in which stock prices follow a VG ...BS model ...

5

Stochastic Ito Calculus and Numerical Approximations for Asset Price Forecasting in the Nigerian Stock Market

Stochastic Ito Calculus and Numerical Approximations for Asset Price Forecasting in the Nigerian Stock Market

... the geometric Brownian motion, and discuss their use in forecasting stock prices, especially for cases where analytic solutions are not feasible; 2) demonstrate the use of accurate numerical ...

28

A Valuation Model for Callable Eurobonds

A Valuation Model for Callable Eurobonds

... a geometric Brownian motion process, and the arrival of the call by the issuer which follows a Poisson ...The model provides a simple solution to a problem where there are many stochastic ...

8

Autocorrelated process control: Geometric Brownian Motion
approach versus Box Jenkins approach

Autocorrelated process control: Geometric Brownian Motion approach versus Box Jenkins approach

... accurate model based on MAPE values are below ...series model method, it is still difficult for the person who is lack of forecasting knowledge to ...mathematical model as GBM is required to assist ...

12

Delay geometric Brownian motion in financial option valuation

Delay geometric Brownian motion in financial option valuation

... market model of Black and Scholes [4, 23], the price of a risky asset is supposed to be a geometric Brownian motion ...classical model assumes that continuously compounded returns are ...

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Integro Differential Equations for a Jump Diffusion Risk Process with Dependence between Claim Sizes and Claim Intervals

Integro Differential Equations for a Jump Diffusion Risk Process with Dependence between Claim Sizes and Claim Intervals

... risk model Equation (1) is invested in a stochastic interest process which is assumed to be a geometric Brownian motion { e ∆ t = e rt + σ 2 2 B t ( ) } , where r and ...

8

In the insurance business risky investments are dangerous

In the insurance business risky investments are dangerous

... Lundberg–Cram´er model the ruin probability may decrease not as an exponential but a power function if the wealth is invested in the stock whose price follows a geometric Brownian ...

8

Pricing European Option When the Stock Price Process Is Being Driven by Geometric Brownian Motion

Pricing European Option When the Stock Price Process Is Being Driven by Geometric Brownian Motion

... The paper is organised as follows: Section 2 gives the model layout of the pa- per. The next section addresses the concept of Donsker Delta Function and its application in Option Pricing [6]. Section 4 explores ...

18

Stochastic Modeling of Stock Price Behavior on Ghana Stock Exchange

Stochastic Modeling of Stock Price Behavior on Ghana Stock Exchange

... stochastic model to predict the behaviour of stock prices on the exchange using Monte Carlo ...the Geometric Brownian Motion formulation to simulate stock price behaviour for all listed stocks ...

10

Fuzzy Time Series and Geometric Brownian Motion in Forecasting Stock Prices in Bursa Malaysia

Fuzzy Time Series and Geometric Brownian Motion in Forecasting Stock Prices in Bursa Malaysia

... 250 Hakan, C., Egrioglu, E., Yolcu, U., & Uslu, V. R. (2014). A high order seasonal fuzzy time series model and application to international tourism demand of Turkey, Journal of Intelligent & Fuzzy ...

11

Pricing European Put Option in a Geometric Brownian Motion Stochastic Volatility Model

Pricing European Put Option in a Geometric Brownian Motion Stochastic Volatility Model

... The model (1)-(2) which is a GBM stochastic volatility was used in pricing European put option numerically, due to the unattainable closed form solution of the ...volatility model is an increasing function ...

7

An Accurate FFT Based Algorithm for Bermudan Barrier Option Pricing

An Accurate FFT Based Algorithm for Bermudan Barrier Option Pricing

... der the exponential Lévy asset models in Section 2. Then, the corresponding numerical algorithm is presented for practical Bermuda barrier option pricing in Section 3. Finally, the practical Bermudan barrier option ...

5

A Target Zone Model Where the Fundamentals Follow a Geometric Brownian Motion

A Target Zone Model Where the Fundamentals Follow a Geometric Brownian Motion

... a model of exchange rate target zone based on a specifica- tion of the economic fundamentals known as a Geometric Brownian ...the model becomes somehow more ...the model performs ...

22

Actuarial versus Financial Pricing of Insurance

Actuarial versus Financial Pricing of Insurance

... a geometric Brownian motion and a ho- mogeneous Poisson model (Cummins and Geman (1995)), equilibrium pricing based on a counting process model (Aase (1994)), utility and risk ...

20

The role of risk in IS/IT projects valuation : risk quantification and real options

The role of risk in IS/IT projects valuation : risk quantification and real options

... Capital Asset Pricing Model Constructive Cost Model Discounted Cash Flow De-militarized Zone Decision Tree Analysis Expected Shortfall Geometric Brownian Motion Information system/Inform[r] ...

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Least Squares Estimator for Vasicek Model Driven by Fractional Levy Processes

Least Squares Estimator for Vasicek Model Driven by Fractional Levy Processes

... Vasicek model with fractional Lévy noises ...Vasicek model driven by fractional Lévy process (the precise definition is given below in Definition ...

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