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Faculty of Science Handbook, Academic Session  2024/2025




                                              Assessment:
               Assessment:                    Continuous Assessment: 40%
               Continuous Assessment:100%     Final Examination: 60%


               SIT3003
               COMPUTER INTENSIVE             SIT3005
               METHODS IN STATISTICS          TIME SERIES AND
                                              FORECASTING METHODS
               Computer    generation   of
               uniform   and   non-uniform    Introduction to time series and
               random variables. Monte Carlo   forecasting.   Time   series
               evaluation   of   integrals.   graphics.  Simple  forecasting
               Variance reduction techniques.   methods.  Transformation  and
               Bootstrap   and   jackknife    adjustments.  Fitted  values,
               methods;   Applications   in   residuals   and   prediction
               confidence         interval    intervals.   Time   series
               construction.    Maximum       regression.   Time   series
               likelihood  estimation  of  model   decomposition.   Exponential
               parameters     via     the     smoothing.  ARIMA  models.
               Expectation-Maximization  (EM)   ARCH and GARCH models.
               algorithm.  The  Markov  Chain
               Monte Carlo method.            Assessment:
                                              Continuous Assessment: 40%
               Assessment:                    Final Examination: 60%
               Continuous Assessment: 40%
               Final Examination: 60%
                                              SIT3008
                                              INTRODUCTION TO SURVEY
               SIT3004                        SAMPLING
               APPLIED STOCHASTIC
               PROCESSES                      This   course   focuses   on
                                              statistical  sampling  methods
               Time reversible Markov chains.   with applications in the analysis
               Poisson         processes.     of  sample  survey  data.  The
               Continuous-time    Markov      sampling   methods   include
               chains  and  birth  and  death   simple   random   sampling,
               processes.  Brownian  motion.   stratified  random  sampling,
               Application   to   real-world   systematic   sampling   and
               phenomena,   such   as   in    cluster sampling. Estimation of
               finance.                       population   parameters   for
                                              different sampling methods will
                                              be  fully  discussed.  Special





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