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Modern theories of financial markets rely on the advanced mathematical or statistical methodologies that are employed for modelling, forecasting and managing risk in case of complex financial transactions. Stochastic calculus analysis is actually an indispensable tool to study the theories of financial markets, derivation of prices of standard or exotic options along with other derivative securities, hedging in relation to financial risk, and management of the interest rate risk.
Students in this course are introduced the fundamentals of stochastic calculus along with its applications towards financial modelling. They will learn the techniques of stochastic analysis including Brownian motion, Ito’s formula, martingales, Ito's stochastic integral, stochastic differential equations, Feynman-Kac formula, and several other processes.
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The aforementioned universities or institutes in Australia are renowned for their quality of teaching and research and theyoffer distinct inter-related degree courses. If you are studying in any of these universities, then it is very important to follow all marking rubrics and meet deadlines.
The Bachelors in stochastic analysis course comprises the following units:
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After completing the course successfully, students will become capable in:
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After completing the qualification in stochastic analysis or modelling, candidates may acquire the position in private or public sectors as stated below:
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Stochastic models depend upon a set of random variables, wherein the calculations and projections are repeated number of times to attain a probability distribution.
Stochastic processes are commonly exploited as mathematical models of systems or processes that appear to alter in a random way. Few instances are: growth of a bacterial population, motion of a gas molecule, and fluctuation of an electrical current due to thermal noise.