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Registry

Module Specifications

Current Academic Year 2009 - 2010
This information is provisional and subject to change.

Module Title Probability
Module Code CA219
School Computing
Online Module Resources

Module Co-ordinatorProf Jane HorganOffice NumberL2.45
Level 2 Credit Rating 5
Pre-requisite None
Co-requisite None
Module Aims
  • To introduce the basic probability concepts and their applications to computer disciples;
  • To provide an understanding of discrete and continuous distributions;
  • To cover the essentials of the statistical computing system R.


Learning Outcomes

At then end of the module the student will:       
  •  have a thorough understanding of basic probability;
  • recognise problems that may be solved using the standard discrete and continous statistical models;
  • know how to obtain expectations of discrete and continuous random variables;
  • have developed a package in R to generate pdfs and cdfs of discrete distributions 


  • Indicative Time Allowances
    Hours
    Lectures 24
    Tutorials 12
    Laboratories 12
    Seminars 0
    Independent Learning Time 27

    Total 75
    Placements
    Assignments
    NOTE
    Assume that a 5 credit module load represents approximately 75 hours' work, which includes all teaching, in-course assignments, laboratory work or other specialised training and an estimated private learning time associated with the module.

    Indicative Syllabus

    Summarising and displaying statistical data in R;

    Introduction to probability: discrete sample spaces; axioms; addition and multiplication laws; conditional probability and independence; reliability of systems; Bayes theorem; ·

    Discrete Random Variables: Bernouilli, hypergeometric, binomial, geometric and Poisson distributions; expectation;

    Sampling Inspection Schemes: Single and double sampling; operating characteristic function; average outgoing quality; consumers''''''''s and producer''''''''s risks.

    Continuous Random Variables: Uniform, exponential and normal

    distributions; normal approximation to binomial.

    Tchebechev''''''''s and Markov''''''''s inequalities ·

     

    Assessment
    Continuous Assessment20% Examination Weight80%
    Indicative Reading List

    Essential Reading:

    Probability with R: An Introduction with Computer Science Applications;  Jane M Horgan & Wiley 2008 
    Programme or List of Programmes
    BSSAStudy Abroad (DCU Business School)
    BSSAOStudy Abroad (DCU Business School)
    CASEBSc in Computer Applications (Sft.Eng.)
    ECSAStudy Abroad (Engineering & Computing)
    ECSAOStudy Abroad (Engineering & Computing)
    HMSAStudy Abroad (Humanities & Soc Science)
    HMSAOStudy Abroad (Humanities & Soc Science)
    SHSAStudy Abroad (Science & Health)
    SHSAOStudy Abroad (Science & Health)
    Timetable this semester: Timetable for CA219
    Date of Last Revision24-SEP-08
    Archives: