We analyze the hitting time distributions of stock price returns in different time windows, characterized by different levels of noise present in the market. The study has been performed on two sets of data from US markets. The first one is composed by daily price of 1071 stocks trade for the 12-year period 1987\u20131998, the second one is composed by high frequency data for 100 stocks for the 4-year period 1995\u20131998. We compare the probability distribution obtained by our empirical analysis with those obtained from different models for stock market evolution. Specifically by focusing on the statistical properties of the hitting times to reach a barrier or a given threshold, we compare the probability density function (PDF) of three m...
This paper analyzes the Shot-Noise Jump-Diffusion model of Altmann, Schmidt and Stute (2008), which ...
We apply the theory of continuous time random walks (CTRWs) to study some aspects involving extreme ...
Many studies assume stock prices follow a random process known as geometric Brownian motion. Althoug...
We analyze the hitting time distributions of stock price returns in different time windows, characte...
We analyze the hitting time distributions of stock price returns in different time windows, characte...
We briefly review the statistical properties of the escape times, or hitting times, for stock price ...
We shortly review three stochastic models of financial markets, namely the geo-metric Brownian motio...
We study the mean escape time in a market model with stochastic volatility. The process followed by ...
We study a generalization of the Heston model, which consists of two coupled stochastic differential...
We analyze historical data of stock-market prices for multiple financial indices using the concept o...
Price fluctuations in financial markets are influenced by a multitude of economic, societal, and oth...
Being able to quantify the probability of large price changes in stock markets is of crucial importa...
Many studies assume stock prices follow a random process known as geometric Brownian motion. Althoug...
We investigated distributions of short term price trends for high frequency stock market data. A num...
In this thesis, we analyze and explain various properties of stock price changes. The change of a st...
This paper analyzes the Shot-Noise Jump-Diffusion model of Altmann, Schmidt and Stute (2008), which ...
We apply the theory of continuous time random walks (CTRWs) to study some aspects involving extreme ...
Many studies assume stock prices follow a random process known as geometric Brownian motion. Althoug...
We analyze the hitting time distributions of stock price returns in different time windows, characte...
We analyze the hitting time distributions of stock price returns in different time windows, characte...
We briefly review the statistical properties of the escape times, or hitting times, for stock price ...
We shortly review three stochastic models of financial markets, namely the geo-metric Brownian motio...
We study the mean escape time in a market model with stochastic volatility. The process followed by ...
We study a generalization of the Heston model, which consists of two coupled stochastic differential...
We analyze historical data of stock-market prices for multiple financial indices using the concept o...
Price fluctuations in financial markets are influenced by a multitude of economic, societal, and oth...
Being able to quantify the probability of large price changes in stock markets is of crucial importa...
Many studies assume stock prices follow a random process known as geometric Brownian motion. Althoug...
We investigated distributions of short term price trends for high frequency stock market data. A num...
In this thesis, we analyze and explain various properties of stock price changes. The change of a st...
This paper analyzes the Shot-Noise Jump-Diffusion model of Altmann, Schmidt and Stute (2008), which ...
We apply the theory of continuous time random walks (CTRWs) to study some aspects involving extreme ...
Many studies assume stock prices follow a random process known as geometric Brownian motion. Althoug...