Page 103 - handbook 20152016
P. 103

Faculty of Science Handbook, Session 2015/2016


               Dr. Ng Choung Min,BSc(UTM), MSc, PhD                        SYNOPSIS OF COURSES
               Dr. Ng Kok Haur, BSc(UPM), MSc(UPM), PhD
               Dr. Nur Anisah Mohamed, BSc, MSc(UM),           SIX1004    STATISTICS (FACULTY OF SCIENCE)
               PhD(Newcastle)
               Dr. Rossita Mohamad Yunus,BSc, MSc(UM), PhD(USQ)   Introduction  to  statistical  analysis;  Experimental  and
               Dr. Shaiful Anuar Abu Bakar, BSc(UiTM), MSc(Heriot-  observational  studies;  Display  and  organization  of  data;
               Watt), PhD(Manchester)                          Descriptive  statistics;  Population  and  samples;  Sampling
               Dr. Wu Swee Leng, BSc, MSc, PhD                 methods;  Basic  probability  theory;  Useful  probability
               En. Rozhan Yahaya                               distributions:  Binomial,  Poisson  and  normal;  Sampling
                                                               distributions; Central Limit Theorem; Parameter estimation
               COORDINATOR (B.Sc. Ed. Mathematics):            and  confidence  intervals;  Hypothesis  testing  for  mean,
               Prof. Dr. Wong Peng Choon, BSc, MSc, PhD(NYU)   proportion and association in one and two populations; Chi-
                                                               squared tests and Fisher’s exact test; One factor Analysis

                             RESEARCH AREAS                    of Variance; Simple linear regression.
                                                                 Assessment:
               Research  areas  in  the  Institute  of  Mathematical  Sciences   Continuous Assessment:      40%
               include:                                        Final Examination:           60%

               Group theory, ring theory, multilinear algebra, graph theory,
               combinatorial  graph  theory,  supply  chain  management,   Medium of Instruction:
                                                               English
               operations  research,  numerical  analysis,  robust  statistics,
               probability distribution theory, nonlinear time series, image
               processing and regression analysis.             Humanity Skill:
                                                               CS3, CT3
                                                                 References:
                           COMPUTER FACILITIES                 1.   Freedman,  D.,  Pisani,  R.  &  Purves,  R.  (2007).
                                                                   Statistics (4th ed.). New York: W.W. Norton.
               To  date  the Institute  has  a computer  lab  equipped  with  6
               tablet  PCs,  10  laptops,  2  workstations,  90  Pentium  IV   2.   Mann,  P.  S.  (2010).  Introductory  Statistics  (7th  ed.).
                                                                   New York: Wiley.
               computers, 3 laser printers, 1 colour printer, 4 heavy duty   3.   Johnson, R. & Kuby, P. (2011). Elementary Statistics
               dot matrix printers, allinterconnected in a network system.   (11th ed.).Boston: Cengage Learning.
               The  lab  is  also  equipped  with  5  LCD  projectors,  1
               visualizer, and 2 scanners. The lab utilizes state of the art
               software  such  as  Matlab  (with  various  Toolboxes),
               Mathematica v6, MathType v5.2, Minitab R14, Visual C++,   SIM1001    BASIC MATHEMATICS

               S-PLUS  v8, Scientific Word  5.5, PcTeX  32  and  MathCAd   Introductory  logic.  Mathematical  statements.  Quantifiers.
               v13. In addition, three of the lecture halls are equipped with   Rules  of  inference.  Mathematical  induction,  binomial
               a LCD projector and a visualizer each.
                                                               theorem.  Sets,  Cartesian  products,  equivalence  relations,
                                                               functions,  bijections,  inverse  functions.  Integers,  rational
                      BACHELOR OF SCIENCE PROGRAMS             numbers,  real  numbers.  Complex  numbers.  DeMoivre’s
                                                               theorem  and  roots  of  unity.  Polynomials  and  equations.

               Please refer to program charts for courses.     Remainder  theorem,  fundamental  theorem  of  algebra,
                                                               conjugate roots.
                                                                 Systems of linear equations, row reduction, echelon forms.
                             FURTHER DEGREE                    Matrix  operations,  algebraic  properties  of  matrices,
                                                               inverses,  elementary  matrices,  linear  independence  and
               Apart from teaching and supervising in the Bachelors level,
               the  staff  of  the  Institute  also  supervise  research  projects   homogeneous linear systems, matrices with special forms.
                                                               Determinants,
                                                                                               properties
                                                                                                        of
                                                                                    expansion,
                                                                            cofactor
               that  lead  to  Masters  and  Doctorate  degrees  in  the  three   determinants, Cramer’s rule, eigenvalues, eigenvectors and
               branches of mathematics.                        diagonalization.

               The modes for further degree programs at the Institute are
               by research with dissertation or theses.        Assessment:
                                                               Continuous Assessment:       40%
                            JOB OPPORTUNITIES                  Final Examination:           60%


               The learning of mathematics will help increase one's skills   Medium of Instruction:
               in  problem  solving  and  analysis.  It  trains  the  mind  to   English
               manipulate information, to form accurate, complicated and     Humanity Skill:
               abstract  ideas  and  to  enable  one  to  discern  complicated   CT3, LL2
               arguments. The training to think quantitatively, logically and
               analytically in problem solving may prove valuable in one's
               chosen career.                                  References:
                                                               1.
                                                                   Epp,  Sussana  S.  (2011).  Discrete  Mathematics  with
                                                                   applications, 4  edition, Cengage Learning.
                                                                             th
               Since  the  use  of  mathematics  is  all  encompassing  in   2.   Ensly, Douglas E. and Crawley, J.W. (2006). Discrete
               human  endeavour,  a  graduate  career  opportunities  are   Mathematics. John Wiley and Sons.
               almost  limitless  and  not  only  confined  to  teaching  and
               research.  Many  graduates  from  this  Institute  have  found   3.   Devlin,  K.  (1992).  Sets,  Functions  and  Logic,
                                                                                 nd
                                                                   Chapman & Hall (2  edition).
               employment in the financial sectors (banking, accountancy   4.   Anton,  H.,  Rorres,  C.  (2005).  Elementary  Linear
               and  insurance  for  instance),  management,  business,   Algebra  with  Applications,   Wiley  High  Education Inc
               industry and computing sectors.
                                                                   (9th edition).
                                                               5.   Larson,  R.  and  Falvo  D.  (2012).  Elementary  Linear
                                                                                                  th
                                                                   Algebra. Brooks/Cole Thomson Learning (7  edition).
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