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Handing assignments PhD course on Sequential Monte Carlo methods 2019 Department of Information Technology, Appeal University September 5, 2019, Deadline (in order for to get your course certificate
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01
Define the state space and observation model of the system.
02
Initialise a set of particles with random states and weights.
03
Predict the next state of each particle using the state transition model.
04
Update the weight of each particle based on the likelihood of the observed data.
05
Resample particles based on their weights to prevent degeneracy.
06
Repeat the prediction, update and resampling steps for each time step.

Who needs sequential monte carlo methods?

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Researchers working in the field of Bayesian statistics and inference.
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Scientists and engineers dealing with nonlinear and non-Gaussian state estimation problems.
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Anyone looking for a flexible and computationally efficient method for state estimation.
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Sequential Monte Carlo methods, also known as particle filters, are numerical methods used for performing approximate inference in state-space models.
Researchers and practitioners in the field of computational statistics, machine learning, and Bayesian analysis often use sequential Monte Carlo methods.
Sequential Monte Carlo methods are implemented using algorithms that propagate a set of particles through a dynamic system to estimate its states.
The purpose of sequential Monte Carlo methods is to provide a more accurate estimation of the state variables in complex dynamic systems.
Information such as the model parameters, observation data, and the number of particles used in the method must be reported when using sequential Monte Carlo methods.
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