## Industrial Applications of Stochastic Processes Assignment and Homework Help

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###### The basic topics that are normally considered part of college Industrial Applications of Stochastic Processes that we can help with:
• Arithmetic random variables
• Blackwell model of dynamic programming
• Brownian motion and diffusions
• Continuity & Convergence of random variables
• Doob’s convergence theorem
• Doubly stochastic Poisson process
• Khintchine’s law of the iterated logarithm
• L´evy’s modulus of continuity
• L´evy’s upward and downward theorems
• Little's formula, Markovian queues in tandem
• Markov chains in discrete and continuous times
• Markovian models: sibmating, Moran, Wright-Fisher
• Point Processes: Renewal process, filtered point/Poisson process
• Queueing Processes: Markovian queuing model, queues with finite capacity, Little's formula, tandem queues
• Random Jacobi matrices
• Self-intersection of Brownian motion
• Stochastic differential equations
• The Wiener measure
• Time series models and their use in forecasting
• Wright-Fisher model with varying generation sizes, Kimura models, hidden Markov models