We establish a framework for assessing the validity of a given model using Monte Carlo simulations and inferences based on sampling distributions. Using this framework, we show that geometric brownian motion alone cannot generate a majority of the patterns in the distribution of stock returns and wealth creation. Our paper represents an often overlooked departure from the traditional way of validating asset pricing models, in which implications are derived, parameters calibrated, and magnitudes compared to empirical data. Instead, we seek to leverage the power of large numbers by conducting numerous simulations and assessing the probability that they contain our realized stock market
This research examines whether stock prices in the Indian stock markets follow a Geometric Brownian ...
© 2016 Dr. Dan ZhuThis thesis introduces new Monte-Carlo methods for sensitivity analysis in stochas...
We are concerned with the probability that a standard Brownian motion W(t) crosses a curved boundary...
Modelling the asset returns distribution has been the focal point of modern finance for almost a cen...
The financial market is a stochastic and complex system that is challenging to model. It is crucial ...
Financial variables, such as asset returns in international stock and bond markets or interest rates...
An innovative extension of Geometric Brownian Motion model is developed by incorporating a weighting...
This paper studies the application of the simulated method of moments (SMM) for the estimation of no...
The purpose of this study is to explore the impact of skewness in asset return simulations and the e...
The geometric Brownian motion (GBM) process is frequently invoked as a model for such diverse quanti...
Abstract The Monte Carlo Simulation consists of simulating a stochastic model several times, to est...
This study examined the appropriateness of the Geometric Brownian Motion model in forecasting stock ...
Predicting and forecasting are routine day-to-day activities that guide us in making the best possib...
Orientation: Geometric Brownian motion (GBM) model basically suggests whether the distribution of as...
We propose a new method of testing asset pricing models that relies on quantities rather than just p...
This research examines whether stock prices in the Indian stock markets follow a Geometric Brownian ...
© 2016 Dr. Dan ZhuThis thesis introduces new Monte-Carlo methods for sensitivity analysis in stochas...
We are concerned with the probability that a standard Brownian motion W(t) crosses a curved boundary...
Modelling the asset returns distribution has been the focal point of modern finance for almost a cen...
The financial market is a stochastic and complex system that is challenging to model. It is crucial ...
Financial variables, such as asset returns in international stock and bond markets or interest rates...
An innovative extension of Geometric Brownian Motion model is developed by incorporating a weighting...
This paper studies the application of the simulated method of moments (SMM) for the estimation of no...
The purpose of this study is to explore the impact of skewness in asset return simulations and the e...
The geometric Brownian motion (GBM) process is frequently invoked as a model for such diverse quanti...
Abstract The Monte Carlo Simulation consists of simulating a stochastic model several times, to est...
This study examined the appropriateness of the Geometric Brownian Motion model in forecasting stock ...
Predicting and forecasting are routine day-to-day activities that guide us in making the best possib...
Orientation: Geometric Brownian motion (GBM) model basically suggests whether the distribution of as...
We propose a new method of testing asset pricing models that relies on quantities rather than just p...
This research examines whether stock prices in the Indian stock markets follow a Geometric Brownian ...
© 2016 Dr. Dan ZhuThis thesis introduces new Monte-Carlo methods for sensitivity analysis in stochas...
We are concerned with the probability that a standard Brownian motion W(t) crosses a curved boundary...