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As one of the main areas of value investing, the stock market attracts the attention of many investors. Among investors, market index movements are a focus of attention.
Hongwen Hu+3 more
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PERSAMAAN DIFERENSIAL ORNSTEIN-UHLENBECK DALAM PERAMALAN HARGA SAHAM
Geometric Brownian motion is one of the most widely used stock price model. One of the assumptions that is filled with stock return volatility is constant. Gamma Ornstein-Uhlenbeck process a model to describe volatility in finance.
Amam Taufiq Hidayat, Subanar Subanar
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Numerical Stabilities of Vasicek and Geometric Brownian Motion Models
Stochastic differential equations (SDEs) are very often used as models for a large number of phenomena in the physical, economic and management sciences.
O. C. Badibi+3 more
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It is known in the financial world that the index price reveals the performance of economic progress and financial stability. Therefore, the future direction of index prices is a priority of investors.
Mohammed Alhagyan, Mansour F. Yassen
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Exact distributions of the maximum and range of random diffusivity processes
We study the extremal properties of a stochastic process x _t defined by the Langevin equation ${\dot {x}}_{t}=\sqrt{2{D}_{t}}\enspace {\xi }_{t}$ , in which ξ _t is a Gaussian white noise with zero mean and D _t is a stochastic ‘diffusivity’, defined as
Denis S Grebenkov+4 more
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The performance of financial trading in any country depends significantly on the role of exchange rate, specifically the activity of international trading.
Mohammed Alhagyan
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Geometric Brownian Motion is a mathematical model that can be used in stock price forecasting. This research aimed to predict the stock prices during the outbreak of coronavirus in Indonesia.
I. Fitria+2 more
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Since the 2008 financial crisis, it is an important issue to assess the systemic risk of banks, but there is a lack of research on the assessment of the systemic risk of Turkey’s financial system. In addition, geometric Brownian motion is used in most of
Hong Fan, Lingli Feng, Ruoyu Zhou
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An optimal polynomial approximation of Brownian motion [PDF]
In this paper, we will present a strong (or pathwise) approximation of standard Brownian motion by a class of orthogonal polynomials. The coefficients that are obtained from the expansion of Brownian motion in this polynomial basis are independent ...
Foster, James+2 more
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Objectives The Covid-19 coronavirus pandemic created many doubts and unknowns in all areas of the activity of enterprises, not only for those smaller and more turbulent-prone entities but also for seemingly stronger players on the market. The fundamental
Adam Oleksiuk, Rafał Łochowski
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