THE SOLVING OF SOME STOCHASTIC DIFFERENTIAL EQUATIONS THAT INFLUENCES PERIODICAL MOVEMENTS
Journal Title: Journal of Science And Arts - Year 2008, Vol 8, Issue 1
Abstract
Periodic or among-periodic variations in time and space of a dynamic system parameters, also know as oscillations, have an important role in the study of random phenomena with a certain degree of periodicity, phenomena that appear in all classes of science: physics, chemistry, economy, sociology, weather prediction, politics telluric science. The oscillations may be mechanical, electromechanical, electro temperature, temperature, electrical, seismically, of nebulosity. In this paper, there are some stochastically differential equations solved using Ito’s formula, equations that can influence phenomena caused by periodic or among-periodic variation of random parameters.
Authors and Affiliations
Doina Mihai
Keywords
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